From 9764e70cdcb8585f4827cedda3bdbafa0d2f7153 Mon Sep 17 00:00:00 2001 From: erex Date: Sun, 12 May 2024 11:12:02 +0100 Subject: [PATCH 1/6] start make_pkgdown branch --- .Rbuildignore | 5 + .gitignore | 2 + _pkgdown.yml | 30 + vignettes/lines_gomex/mexdolph.bib | 100 +++ vignettes/lines_gomex/mexdolphins-extra.rda | Bin 0 -> 106124 bytes vignettes/lines_gomex/mexico-analysis.Rmd | 604 ++++++++++++++++++ .../points_france/Contour_Rouillacais.dbf | Bin 0 -> 174 bytes .../points_france/Contour_Rouillacais.shp | Bin 0 -> 18300 bytes .../points_france/Contour_Rouillacais.shx | Bin 0 -> 108 bytes vignettes/points_france/Hare_data.csv | 576 +++++++++++++++++ .../points_france/Rouillacais_points.dbf | Bin 0 -> 2161 bytes .../points_france/Rouillacais_points.shp | Bin 0 -> 1500 bytes .../points_france/Rouillacais_points.shx | Bin 0 -> 500 bytes .../points_france/hare_point_transect_dsm.Rmd | 289 +++++++++ vignettes/points_france/hares.bib | 38 ++ 15 files changed, 1644 insertions(+) create mode 100644 _pkgdown.yml create mode 100644 vignettes/lines_gomex/mexdolph.bib create mode 100644 vignettes/lines_gomex/mexdolphins-extra.rda create mode 100644 vignettes/lines_gomex/mexico-analysis.Rmd create mode 100644 vignettes/points_france/Contour_Rouillacais.dbf create mode 100644 vignettes/points_france/Contour_Rouillacais.shp create mode 100644 vignettes/points_france/Contour_Rouillacais.shx create mode 100644 vignettes/points_france/Hare_data.csv create mode 100644 vignettes/points_france/Rouillacais_points.dbf create mode 100644 vignettes/points_france/Rouillacais_points.shp create mode 100644 vignettes/points_france/Rouillacais_points.shx create mode 100644 vignettes/points_france/hare_point_transect_dsm.Rmd create mode 100644 vignettes/points_france/hares.bib diff --git a/.Rbuildignore b/.Rbuildignore index c63a066..a9fec17 100644 --- a/.Rbuildignore +++ b/.Rbuildignore @@ -3,3 +3,8 @@ LICENSE ^appveyor\.yml$ .gitignore .github +^.*\.Rproj$ +^\.Rproj\.user$ +^_pkgdown\.yml$ +^docs$ +^pkgdown$ diff --git a/.gitignore b/.gitignore index 577f512..7ae87a9 100644 --- a/.gitignore +++ b/.gitignore @@ -1 +1,3 @@ *.Rproj +.Rproj.user +docs diff --git a/_pkgdown.yml b/_pkgdown.yml new file mode 100644 index 0000000..c7e5850 --- /dev/null +++ b/_pkgdown.yml @@ -0,0 +1,30 @@ +url: ~ +template: + bootstrap: 5 + bslib: + bg: "#fcfaf2" + fg: "#000000" + primary: "#0542a3" + include-in-header: + file: Clarity.txt + +navbar: + bg: primary + structure: + right: [twitter, github] + components: + twitter: + icon: fa-twitter + href: https://twitter.com/distancesamp + aria-label: Twitter +footer: + structure: + right: donate + left: clarity + + components: + donate: "If you wish to donate to development and maintenance" + clarity: "We improve our site and software support by using Microsoft Clarity to see
+ how you use our website. By using our site, you agree that we and Microsoft
+ can collect and use this data. Clarity is GDPR compliant." + diff --git a/vignettes/lines_gomex/mexdolph.bib b/vignettes/lines_gomex/mexdolph.bib new file mode 100644 index 0000000..85047df --- /dev/null +++ b/vignettes/lines_gomex/mexdolph.bib @@ -0,0 +1,100 @@ + +@article{miller_spatial_2013, + title = {Spatial models for distance sampling data: recent developments and future directions}, + volume = {4}, + issn = {2041210X}, + shorttitle = {Spatial models for distance sampling data}, + url = {http://doi.wiley.com/10.1111/2041-210X.12105}, + doi = {10.1111/2041-210X.12105}, + language = {en}, + number = {11}, + urldate = {2018-01-25}, + journal = {Methods in Ecology and Evolution}, + author = {Miller, David L. and Burt, M. Louise and Rexstad, Eric A. and Thomas, Len}, + editor = {Gimenez, Olivier}, + month = nov, + year = {2013}, + pages = {1001--1010}, + file = {Methods in Ecology and Evolution 2013 Miller.pdf:/Users/dill/Zotero/storage/HJPNM9RM/Methods in Ecology and Evolution 2013 Miller.pdf:application/pdf} +} + +@article{hedley_spatial_2004, + title = {Spatial models for line transect sampling}, + volume = {9}, + issn = {1085-7117, 1537-2693}, + url = {http://link.springer.com/10.1198/1085711043578}, + doi = {10.1198/1085711043578}, + language = {en}, + number = {2}, + urldate = {2018-01-25}, + journal = {Journal of Agricultural, Biological, and Environmental Statistics}, + author = {Hedley, Sharon L. and Buckland, Stephen T.}, + month = jun, + year = {2004}, + pages = {181--199}, + file = {JABES 2004 Hedley.pdf:/Users/dill/Zotero/storage/G95JGQ3H/JABES 2004 Hedley.pdf:application/pdf} +} + +@book{wood_generalized_2017, + edition = {2nd}, + series = {Texts in Statistical Science}, + title = {Generalized Additive Models. An Introduction with R}, + publisher = {CRC Press}, + author = {Wood, S. N.}, + year = {2017} +} + +@article{wood_soap_2008, + title = {Soap film smoothing}, + volume = {70}, + issn = {13697412, 14679868}, + url = {http://doi.wiley.com/10.1111/j.1467-9868.2008.00665.x}, + doi = {10.1111/j.1467-9868.2008.00665.x}, + abstract = {Conventional smoothing methods sometimes perform badly when used to smooth data over complex domains, by smoothing inappropriately across boundary features, such as peninsulas. Solutions to this smoothing problem tend to be computationally complex, and not to provide model smooth functions which are appropriate for incorporating as components of other models, such as generalized additive models, or mixed additive models. In this paper we propose a class of smoothers appropriate for smoothing over difficult regions of R2, which can be represented in terms of a low rank basis and one or two quadratic penalties. The key features of these smoothers are (i) that they do not {\textquoteleft}smooth across{\textquoteright} boundary features; (ii) that their representation in terms of a basis and penalties allows straightforward incorporation as components of GAMs, mixed models and other non-standard models; (iii) that smoothness selection for these model components is straightforward to accomplish in a computationally efficient manner via GCV, AIC or REML, for example; (iv) that their low rank means that their use is computationally efficient.}, + language = {en}, + number = {5}, + urldate = {2018-04-03}, + journal = {Journal of the Royal Statistical Society: Series B (Statistical Methodology)}, + author = {Wood, Simon N. and Bravington, Mark V. and Hedley, Sharon L.}, + month = nov, + year = {2008}, + pages = {931--955}, + file = {Wood et al. - 2008 - Soap film smoothing.pdf:/Users/dill/Zotero/storage/U7WQB7WY/Wood et al. - 2008 - Soap film smoothing.pdf:application/pdf} +} + +@article{bravington_reliable_2018, + title = {Reliable variance propagation for spatial density surface models}, + abstract = {Density Surface Models (DSMs) are two-stage models for estimating animal density from line-transect data. First, detectability is estimated by distance sampling, and then a Generalized Additive Model (GAM) is used to estimate animal density as a function of location and/or other spatially-varying environmental covariates. One criticism of DSMs has been that uncertainty from the two stages is not usually propagated correctly into the final variance estimates. We show how to reformulate a DSM so that the uncertainty in detection probability from the distance sampling stage (regardless of its complexity) is captured as a random effect in the GAM stage. This random effect acts as a quadratic approximation to the detection probability centred at the point estimate of detectability, effectively fitting the detection function at the same time as the spatial model. This allows straightforward computation of the overall variance via standard GAM machinery. A further extension allows for spatial variation in group size, which can be an important covariate for detectability. We illustrate these models using line transect survey data of minke whales and harbour porpoise from a visual line transect survey of European waters.}, + language = {en}, + author = {Bravington, Mark V and Miller, David L and Hedley, Sharon L}, + year = {2018}, + pages = {11}, + file = {Bravington - 2018 - Reliable variance propagation for spatial density .pdf:/Users/dill/Zotero/storage/B3JMA9BQ/Bravington - 2018 - Reliable variance propagation for spatial density .pdf:application/pdf} +} + +@book{bivand_applied_2008, + series = {Use R!}, + title = {Applied Spatial Data Analysis with R}, + isbn = {978-0-387-78171-6}, + url = {https://books.google.co.uk/books?id=4gg8yx_lcj0C}, + publisher = {Springer New York}, + author = {Bivand, R.S. and Pebesma, E.J. and G{\'o}mez-Rubio, V.}, + year = {2008}, + lccn = {2008931196} +} + +@article{dunn_randomized_1996, + ISSN = {10618600}, + URL = {http://www.jstor.org/stable/1390802}, + abstract = {In this article we give a general definition of residuals for regression models with independent responses. Our definition produces residuals that are exactly normal, apart from sampling variability in the estimated parameters, by inverting the fitted distribution function for each response value and finding the equivalent standard normal quantile. Our definition includes some randomization to achieve continuous residuals when the response variable is discrete. Quantile residuals are easily computed in computer packages such as SAS, S-Plus, GLIM, or LispStat, and allow residual analyses to be carried out in many commonly occurring situations in which the customary definitions of residuals fail. Quantile residuals are applied in this article to three example data sets.}, + author = {Peter K. Dunn and Gordon K. Smyth}, + journal = {Journal of Computational and Graphical Statistics}, + number = {3}, + pages = {236--244}, + publisher = {[American Statistical Association, Taylor & Francis, Ltd., Institute of Mathematical Statistics, Interface Foundation of America]}, + title = {Randomized Quantile Residuals}, + volume = {5}, + year = {1996} +} + + diff --git a/vignettes/lines_gomex/mexdolphins-extra.rda b/vignettes/lines_gomex/mexdolphins-extra.rda new file mode 100644 index 0000000000000000000000000000000000000000..2443d2d04648ada00a934b0dc641a0d009ffcfa8 GIT binary patch literal 106124 zcmZsDcOcdO_kT;hOC@9_BZTZ^WG6F1cE+W$va`2aq{6j{%(AzTb+1thp-bkq?iJU* z+-q;{?{zPgzMo(J`Q!C`p7A*6JkB}K8&l|i$B6$<{y?75xeOl?vAKNnnx;HSt61m# zh~wvfhU6wZATQ@ke{xC_@SQc=d4h}l=VTZ06)j!l?v7swz7Vy8OD*p= z*pb*lS%KG(h+4VM9uNpFXXKJ)6fYtmARr{bW77Nir}Bo(71|2O`IQ38M-K{fvG|NP zvNr>@pkUsV$N}MgnQQeMk^83=&U5c887`;2_wgOwhvI7ru?-(sSJQ$wW%h4D!T3=; zT?Q(}jN9306Ea3GN5@i%87*Tr z)9~-AH&GzGf&YF(JRZNxybyH=VYZx1ZKGw}!MK9k&){Z2eR 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inference to study area. +author: + - name: Guillaume Souchay + url: https://scholar.google.com/citations?user=mFKm9kAAAAAJ&hl=en + affiliation: French National Hunting and Wildlife Agency + affiliation_url: https://ofb.gouv.fr/ +date: "`r Sys.Date()`" +output: + distill::distill_article: + toc: true + toc_depth: 2 +bibliography: hares.bib +csl: apa.csl +--- + +```{r echo=FALSE} +library(knitr) +opts_chunk$set(message=FALSE, echo=TRUE, error=FALSE, warning=FALSE) +``` + +In France, the French National Agency for Hunting and Wildlife has recently created the Hare network [@Mauvy2017], a network of voluntary sites where hares and foxes are sampled every year in February using point transect sampling [@Peroux1997]. + +As an illustration, we used the sampling data from Rouillacais for hare only, in western part of France. At this site, ~ 50 points were sampled during 3 successive nights in February of 2015 and 2016, distance from observers to hares and foxes were recorded. Presence of other species was also noted. Fieldwork was undertaken by skilled observers only. Data for the two years are pooled to produce a single estimate that represents the average density for the two years. + +*The material of this analysis is provided for illustration purpose only. For other use or questions regarding the Hare network, feel free to contact us at reseau.lievre@oncfs.gouv.fr* + +*Place all following files in same directory as .Rmd* + +- [Point transect survey csv](Hare_data.csv) +- [Study area shapefile shp](Contour_Rouillacais.shp) +- [Study area shapefile shx](Contour_Rouillacais.shx) +- [Study area shapefile dbf](Contour_Rouillacais.dbf) +- [Point station shapefile shp](Rouillacais_points.shp) +- [Point station shapefile shx](Rouillacais_points.shx) +- [Point station shapefile dbf](Rouillacais_points.dbf) + + + +## Observation data and covariates + +First, we load point transect survey data into `R` [@r_core_team_r_2019]. + +```{r data} +# load raw data +data <- read.table("Hare_data.csv", header = TRUE, sep = ";", stringsAsFactors=FALSE) +str(data) +``` + +Then, we build our dataset for the detection function. + +```{r Dataset} +DSdata <- data.frame(Sample.Label = sub("Rouillacais_2016", "", data$point_ID), + Point = data$point_ID, + Xcoord = as.integer(data$Xcoord), + Ycoord = as.integer(data$Ycoord), + Area = 1) +``` + + +Distance are given in metres, so density would be estimated as the number of individuals per square metre. To avoid this, we convert metres into kilometres. + +```{r tokm} +DSdata$distance <- as.numeric(data$distance)/1000 +``` + +Note that the `Effort` column contains `3`, as each point was visited 3 times. It is worth noting that in our study, we are not interested in abundance but in density only. + +```{r effort} +DSdata$Effort <- 3 +``` + +### GIS data + +We now load and format the spatial data from shapefiles. Note there is a shape file for the study area (Contour_Rouillacais) and the point station locations (Rouillacais_points). These shape files reside in the same directory as the point survey data and Rmarkdown file. + +```{r map_data} +library("rgdal") +library("maptools") +library("ggplot2") +library("plyr") + +# provide the correct projection for the data +newproj <- "+proj=lcc +nadgrids=ntf_r93.gsb,null +a=6378249.2000 +rf=293.4660210000000 +pm=2.337229167 +lat_0=46.800000000 +lon_0=0.000000000 +k_0=0.99987742 +lat_1=46.800000000 +x_0=600000.000 +y_0=200000.000 +units=m +no_defs" +# import shapefile for the survey area +shape <- readShapeSpatial("Contour_Rouillacais.shp", proj4string = CRS(newproj), + repair=TRUE, force_ring=T, verbose=TRUE) +# import shapefile for the points +EPP <- readShapeSpatial("Rouillacais_points.shp", proj4string = CRS(newproj), + repair=TRUE, force_ring=T, verbose=TRUE) +# make the object simpler +survey.area <- data.frame(shape@polygons[[1]]@Polygons[[1]]@coords) +names(survey.area) <- c("x","y") +``` + +We can find the area of the study area (in km$^2$): + +```{r area} +shape@data$AREA/(1000^2) +``` + +We can then produce the map of the area with the sampled points (Figure \@ref(fig:map1)). + +```{r map1, fig.cap="Map with sampled points"} +# produce a map of the survey area with all the point sampled +p <- qplot(data=survey.area, x=x, y=y, geom="polygon", + fill=I("lightblue"), ylab="y", xlab="x", alpha=I(0.7)) + + geom_point(aes(x=Xcoord, y=Ycoord, group="Point"), + data=DSdata, colour="darkblue") + + coord_equal() + + theme_minimal() +print(p) + +``` + +Setting up the segment data, which in our case are the points that were visited... + +```{r segdata} +# construct segment (point) data (x, y, Effort, Sample.Label) +segdata <- as.data.frame(matrix(NA, ncol = 5, nrow=100)) +segdata <- DSdata[, c("Sample.Label", "Effort", "Point", "Xcoord", "Ycoord")] +segdata <- segdata[!duplicated(segdata), ] +colnames(segdata) <- c("Sample.Label", "Effort", "Segment.Label", "X", "Y") +``` + +Setting up the observation data, which links the observations with the segments (points): + +```{r obsdata} +obsdata <- DSdata +obsdata$size <- 1 +obsdata$object <- 1:nrow(obsdata) +str(obsdata) +``` + + +We then create the prediction grid (Figure \@ref(fig:projgrid)). + +```{r projgrid, fig.cap="Prediction grid"} +# create a prediction grid +# method from http://rfunctions.blogspot.co.uk/2014/12/how-to-create-grid-and-intersect-it.html +library("raster") +library("rgeos") +library("dismo") + +# Create an empty raster +grid <- raster(extent(shape)) +# Choose its resolution. 500 m in both X and Y (truncation distance) +res(grid) <- 500 +# Make the grid have the same coordinate reference system (CRS) as the shapefile. +proj4string(grid) <- proj4string(shape) +# Transform this raster into a polygon and you will have a grid +gridpolygon <- rasterToPolygons(grid) +# Intersect our grid with shape +pred.grid <- intersect(shape, gridpolygon) +# Plot the intersected shape to check if everything is fine. +plot(pred.grid) + +# create the data.frame for prediction +preddata <- as.data.frame(matrix(NA, ncol=3, nrow=dim(pred.grid@data)[1])) +colnames(preddata) <- c("X", "Y", "area") +for (i in 1:dim(pred.grid@data)[1]){ + preddata[i, c("X", "Y")] <- pred.grid@polygons[[i]]@labpt + preddata[i, c("area")] <- pred.grid@polygons[[i]]@area/(1000^2) +} +``` + +The size of each cell in the prediction grid is 0.25 km$^2$ (created in metres and converted to kilometres). + +## Detection function + +Detection functions can be fitted using the `Distance` R package: + +```{r det_function} +library("Distance") +# define distance bins +cut <- c(0, 0.180, 0.220, 0.280, 0.300) + +df_ht <- ds(DSdata, truncation=0.3, transect="point", + formula=~1, key="hn", adjustment=NULL, cutpoints=cut) +``` + +We can look at a plot of the detection function and results from goodness of fit testing (Figure \@ref(fig:gof)). + +```{r gof, fig.cap="Detection function: half-normal."} +plot(df_ht, pdf=TRUE) +gof_ds(df_ht) +``` + +We can see from the above, the model fit seems adequate. + +We can now fit some DSMs [@Miller2013]: + + +## Density surface modelling + +```{r dsmload} +library("dsm") +``` + +Now fitting the DSMs, we model the count as a function of space, using a Tweedie (`tw()`) response distribution: + +```{r dsm-fitting} +mod_tw <- dsm(count~s(X, Y), ddf.obj=df_ht, segment.data=segdata, + observation.data=obsdata, family=tw(), transect="point") +``` + +Note that we need to specify `transect="point"` to ensure that the effort is calculated properly. + +We can then look at the `summary` and model checking output (Figure \@ref(fig:gamcheck)). + +```{r gamcheck, fig.cap="Results from `gam.check`", layout="l-body-outset"} +summary(mod_tw) +gam.check(mod_tw) +``` + +This model is fairly rudimentary, so the plot of response vs fitted values doesn't seem that great (note the difference in axis scales) but for illustration purposes here we accept what we have. + +## Making predictions + +We can now predict over the prediction grid. + +```{r makepred} +mod_tw_pred <- predict(mod_tw, preddata, preddata$area) +``` + +Here we define a convenience function to generate an appropriate data structure for `ggplot2` to plot: given the argument `fill` (the covariate vector to use as the fill) and a name, return a `geom_polygon` object (fill must be in the same order as the polygon data). + + +```{r plotpred} +grid_plot_obj <- function(shape,fill, name){ + + # what data were supplied? + names(fill) <- NULL + row.names(fill) <- NULL + data <- data.frame(fill) + names(data) <- name + + # ! need to give the right name of the shapefile + sp <- shape + spdf <- SpatialPolygonsDataFrame(sp, data) + spdf@data$id <- rownames(spdf@data) + spdf.points <- fortify(spdf, region="id") + spdf.df <- join(spdf.points, spdf@data, by="id") + + # store the x/y even when projected and labelled as "long" and "lat" + spdf.df$x <- spdf.df$long + spdf.df$y <- spdf.df$lat + + geom_polygon(aes_string(x="x",y="y",fill=name, group="group"), data=spdf.df) +} + +# make the plot +pcount_tw <- ggplot() + + grid_plot_obj(pred.grid, mod_tw_pred, "Density") + + scale_fill_gradient(low="white", high="chocolate4") + + coord_equal() + theme_minimal() + + geom_path(aes(x=x, y=y), data=survey.area) + + geom_point(aes(x = Xcoord, y = Ycoord, group="Point"), data = DSdata, colour = "black") + + labs(fill="Density") +``` + +We can also estimate uncertainty in our abundance map in the form of a map of coefficients of variation. Note that since there are no covariates in the detection function, we use the `dsm.var.gam` function to estimate the variance (if there were covariates varying at the segment level, such as sea state or observer, we could use `dsm.var.prop`) (Figure \@ref(fig:gridarr)). + +```{r cvpred} +# data setup for plotting +preddata.var <- split(preddata, 1:nrow(preddata)) + +# estimate variance +mod_tw_var <- dsm.var.gam(mod_tw, pred.data=preddata.var, off.set=preddata$area) +summary(mod_tw_var) + +# plot +pcount_cv_tw <- ggplot() + + grid_plot_obj(pred.grid, sqrt(mod_tw_var$pred.var)/unlist(mod_tw_var$pred), "CV") + + scale_fill_gradient(low = "white", high = "chocolate4") + + coord_equal() + theme_minimal() + + geom_path(aes(x=x, y=y),data=survey.area) + + geom_point(aes(x=Xcoord, y=Ycoord, group="Point"), data=DSdata, colour="black") +``` + +```{r, gridarr, fig.cap="Map of hare density (ind/km²) and of associated coefficient of variation in Rouillacais site from the DSM model with coordinates as covariates using Tweedie response. Black dots represent the sampled point.", layout="l-page"} +library("gridExtra") +grid.arrange(pcount_tw, pcount_cv_tw, ncol=2) +``` + +This is a small example of what can be done using DSM and the simplest covariates available: geographical coordinates. + diff --git a/vignettes/points_france/hares.bib b/vignettes/points_france/hares.bib new file mode 100644 index 0000000..74c4d64 --- /dev/null +++ b/vignettes/points_france/hares.bib @@ -0,0 +1,38 @@ +% Encoding: UTF-8 + +@InProceedings{Mauvy2017, + author = {B. Mauvy and G. Souchay and J.-P. Arnauduc and J.-S. Guitton}, + booktitle = {33rd IUBG Congress & 14th Perdix Symposium}, + title = {The French Hare Network : a tool to study European hare populations dynamics on a large scale}, + year = {2017}, + url = {http://iugb2017.com/wp-content/uploads/2017/08/abstract-book-FINAL-VERSION.pdf}, +} + +@Article{Peroux1997, + author = {R. Peroux and B Mauvy and A. Lartiges and Y. Bray and E. Marboutin}, + journal = {Game and Wildlife}, + title = {Point transects sampling: a new approach to estimate densities or abundances of European hare (Lepus europaeus) from spotlight counts}, + year = {1997}, + pages = {525-529}, + volume = {14}, +} + + +@misc{r_core_team_r_2019, + address = {{Vienna Austria}}, + title = {R: A Language and Environment for Statistical Computing}, + howpublished = {R Foundation for Statistical Computing}, + author = {{R Core Team}}, + year = {2019} +} + +@article{Miller2013, + author = {Miller, David L. and Burt, M. Louise and Rexstad, Eric A. and Thomas, Len}, + title = {Spatial models for distance sampling data: recent developments and future directions}, + journal = {Methods in Ecology and Evolution}, + year = {2013}, + volume = {4}, + pages = {1001-1010}, + url = {http://dx.doi.org/10.1111/2041-210X.12105}, + doi = {10.1111/2041-210X.12105} +} \ No newline at end of file From 1f7fe9cb83f1e063be840c9f55e78a8bef1808a1 Mon Sep 17 00:00:00 2001 From: erex Date: Sun, 12 May 2024 15:54:22 +0100 Subject: [PATCH 2/6] gomex vignette working, abandoned france vignette --- .Rhistory | 512 ++++++ Clarity.txt | 7 + DESCRIPTION | 24 +- NEWS => NEWS.md | 84 +- vignettes/apa.csl | 1539 +++++++++++++++++ vignettes/lines_gomex/mexdolph.bib | 25 +- vignettes/lines_gomex/mexico-analysis.Rmd | 245 +-- .../mexico-analysis_cache/html/__packages | 10 + ...-xy_f7ce90728e1e0a8a2c7be5fa1ad1df14.RData | Bin 0 -> 2795 bytes ...st-xy_f7ce90728e1e0a8a2c7be5fa1ad1df14.rdb | Bin 0 -> 436206 bytes 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delete mode 100644 vignettes/points_france/Rouillacais_points.shp delete mode 100644 vignettes/points_france/Rouillacais_points.shx delete mode 100644 vignettes/points_france/hare_point_transect_dsm.Rmd delete mode 100644 vignettes/points_france/hares.bib diff --git a/.Rhistory b/.Rhistory new file mode 100644 index 0000000..b6ec966 --- /dev/null +++ b/.Rhistory @@ -0,0 +1,512 @@ +# p <- p + coord_equal() +# p <- p + geom_line(aes(x,y,group=Transect.Label),data=segdata) +# p <- p + gg.opts +# print(p) +?CRS +?proj4string +?make.soapgrid +# Chunk 1 +library(knitr) +# Chunk 2 +knitr::opts_chunk$set(eval=TRUE, echo=TRUE, message=FALSE, warnings=FALSE, progress=FALSE) +# Chunk 3: loadlibraries +library(dsm) +library(ggplot2) +# plotting options +gg.opts <- theme(panel.grid.major=element_blank(), +panel.grid.minor=element_blank(), +panel.background=element_blank()) +# Chunk 4: download-extra-data +load("mexdolphins-extra.rda") +# Chunk 5: loaddata +data(mexdolphins) +# Chunk 6: head-segdata +head(segdata) +# Chunk 7: head-distdata +head(distdata) +# Chunk 8: head-obsdata +head(obsdata) +# Chunk 9: head-preddata +head(preddata) +# Chunk 10: projectsurvey +library(sf) +library(plyr) +# tell R that the survey.area object is currently in lat/long +sp::proj4string(survey.area) <- sp::CRS("+proj=longlat +datum=WGS84") +predsf <- st_as_sf(pred.polys) +area.sf <- st_as_sf(survey.area) +st_crs(area.sf) <- "WGS84" +area.sf.proj <- st_transform(area.sf, crs = st_crs(predsf)) +# Convert preddata to a spatial object +preddata_sf <- st_as_sf(preddata, coords=c("x", "y")) +st_crs(preddata_sf) <- st_crs(area.sf.proj) +# Perform the intersection +preddata_sf <- st_intersection(preddata_sf, area.sf.proj) +coords_preddata <- data.frame(st_coordinates(preddata_sf)) +preddata_sf$x <- coords_preddata$X +preddata_sf$y <- coords_preddata$Y +# Chunk 11: studyareasoap +# proj 4 string +# using http://spatialreference.org/ref/esri/north-america-lambert-conformal-conic/ +lcc_proj4 <- sp::CRS("+proj=lcc +lat_1=20 +lat_2=60 +lat_0=40 +lon_0=-96 +x_0=0 +y_0=0 +ellps=GRS80 +datum=NAD83 +units=m +no_defs ") +# project using LCC +survey.area <- sp::spTransform(survey.area, CRSobj=lcc_proj4) +# simplify the object +survey.area <- data.frame(survey.area@polygons[[1]]@Polygons[[1]]@coords) +names(survey.area) <- c("x", "y") +# Chunk 12: areawithtransects +segdata_sf <- st_as_sf(segdata, coords = c("x","y")) +st_crs(segdata_sf) <- st_crs(area.sf.proj) +# study area outline and segment centres +plot_segments <- ggplot() + +geom_sf(data = area.sf.proj, fill="lightblue", color = "blue", linewidth=.1) + +geom_sf(data=segdata_sf, fill=NA, color="black", linewidth=.3) + +labs(title="1996 SE Fisheries Science Center Gulf of Mexico cruise", +subtitle = "Points are segment centres") + +scale_fill_viridis_c(option = "magma", guide = "none") +plot_segments +# p <- qplot(data=survey.area, x=x, y=y, geom="polygon",fill=I("lightblue"), +# ylab="y", xlab="x", alpha=I(0.7)) +# p <- p + coord_equal() +# p <- p + geom_line(aes(x,y,group=Transect.Label),data=segdata) +# p <- p + gg.opts +# print(p) +# Chunk 15: EDA-plots +par(mfrow=c(2,2)) +# histograms +hist(distdata$distance,main="",xlab="Distance (m)") +hist(distdata$size,main="",xlab="Cluster size") +# plots of distance vs. cluster size +plot(distdata$distance, distdata$size, main="", xlab="Distance (m)", +ylab="Group size", pch=19, cex=0.5, col=gray(0.7)) +# lm fit +l.dat <- data.frame(distance=seq(0,8000,len=1000)) +lo <- lm(size~distance, data=distdata) +lines(l.dat$distance, as.vector(predict(lo,l.dat))) +plot(distdata$distance,distdata$beaufort, main="", xlab="Distance (m)", +ylab="Beaufort sea state", pch=19, cex=0.5, col=gray(0.7)) +# Chunk 17: loadDistance +library(Distance) +# Chunk 18: hrmodel +detfc.hr.null <- ds(distdata, max(distdata$distance), key="hr", adjustment=NULL) +# Chunk 19: hrmodelsummary +summary(detfc.hr.null) +# Chunk 20: hr-detfct +layout(matrix(c(1, 2), 1, 2), width=c(1.5, 1)) +plot(detfc.hr.null, showpoints=FALSE, pl.den=0, lwd=2) +gof_ds(detfc.hr.null) +par(mfrow=c(1,1)) +# Chunk 21: hrcovdf +detfc.hr.beau<-ds(distdata, max(distdata$distance), formula=~as.factor(beaufort), +key="hr", adjustment=NULL) +# Chunk 22: hrcovdfsummary +summary(detfc.hr.beau) +# Chunk 23: dsm-xy +dsm.xy <- dsm(count~s(x,y), detfc.hr.null, segdata, obsdata, method="REML") +# Chunk 24: dsm-xy-summary +summary(dsm.xy) +# Chunk 25: visgam1 +vis.gam(dsm.xy, plot.type="contour", view=c("x","y"), asp=1, type="response", contour.col="black", n.grid=100) +# Chunk 26: depthmodel +dsm.xy.depth <- dsm(count~s(x,y,k=10) + s(depth,k=20), detfc.hr.null, segdata, obsdata, method="REML") +summary(dsm.xy.depth) +# Chunk 27: dsm-xy-depth-depth +plot(dsm.xy.depth, select=2) +# Chunk 28: dsm-est-xy +dsm.est.xy <- dsm(abundance.est~s(x,y), detfc.hr.beau, segdata, obsdata, method="REML") +# Chunk 29: dsm-est-xy-summary +summary(dsm.est.xy) +# Chunk 30: visgam5 +vis.gam(dsm.est.xy, plot.type="contour", view=c("x","y"), asp=1, type="response", zlim=c(0, 300), contour.col="black", n.grid=100) +# Chunk 31: tweedie-fit +dsm.xy.tweedie <- dsm(count~s(x,y), detfc.hr.null, segdata, obsdata, family=tw(), method="REML") +summary(dsm.xy.tweedie) +# Chunk 32: soap-knots +soap.knots <- make.soapgrid(survey.area,c(15,10)) +# Chunk 33: soap-setup +x <- segdata$x; y<-segdata$y +onoff <- inSide(x=x,y=y, bnd=as.list(survey.area)) +rm(x,y) +segdata.soap <- segdata[onoff,] +# Chunk 34: soap-fit +dsm.xy.tweedie.soap<-dsm(count~s(x, y, bs="so", k=15, xt=list(bnd=list(survey.area))) + +s(depth), +family=tw(), method="REML", +detfc.hr.null, segdata.soap, obsdata, knots=soap.knots) +summary(dsm.xy.tweedie.soap) +# Chunk 35: dsm.xy-check +gam.check(dsm.xy) +# Chunk 36: dsm.xy.tweedie-check +gam.check(dsm.xy.tweedie) +# Chunk 37: dsm.xy.tweedie-rqcheck +rqgam_check(dsm.xy.tweedie) +# Chunk 38: modelcomp +# make a data.frame to print out +mod_results <- data.frame("Model name" = c("`dsm.xy`", "`dsm.xy.depth`", "`dsm.xy.tweedie`", "`dsm.xy.tweedie.soap`", +"`dsm.est.xy`"), +"Description" = c("Bivariate smooth of location, quasipoisson", +"Bivariate smooth of location, smooth of depth, quasipoisson", +"Bivariate smooth of location, smooth of depth, Tweedie", +"Soap film smooth of location, smooth of depth, Tweedie", +"Bivariate smooth of location, smooth of depth, Tweedie, Beaufort covariate in detection function"), +"Deviance explained" = c(unlist(lapply(list(dsm.xy, +dsm.xy.depth, +dsm.xy.tweedie, +dsm.xy.tweedie.soap), +function(x){paste0(round(summary(x)$dev.expl*100,2),"%")})),NA)) +# Chunk 39: results-table +kable(mod_results, col.names=c("Model name", "Description", "Deviance explained")) +# Chunk 40: dsm-xy-pred +dsm.xy.pred <- predict(dsm.xy, preddata, preddata$area) +# Chunk 41: dsm.xy-preds +# p <- ggplot() + grid_plot_obj(dsm.xy.pred, "Abundance", pred.polys) + coord_equal() +gg.opts +# p <- p + geom_path(aes(x=x, y=y),data=survey.area) +# p <- p + labs(fill="Abundance") +# print(p) +prediction_grid <- st_make_grid(area.sf.proj, cellsize = c(9000,9000)) +prediction_grid_sf <- st_sf(geometry = prediction_grid) +cropped_grid <- st_join(prediction_grid_sf, preddata_sf, join = st_nearest_feature) +cropped_grid <- st_intersection(cropped_grid, area.sf.proj) +preddata_sf$Prediction_xy <- dsm.xy.pred +pred <- ggplot() + +geom_sf(data = cropped_grid, aes(fill = Prediction_xy), color = NA) + +geom_sf(data=segdata_sf, fill=NA, color="white", linewidth=.001) + +labs(title="Spotted dolphins, Gulf of Mexico, abundance estimates", +subtitle = "Bivariate smooth of location, quasipoisson") + +scale_fill_viridis_c(option = "viridis", direction = 1) +pred +# p <- ggplot() + grid_plot_obj(dsm.xy.pred, "Abundance", pred.polys) + coord_equal() +gg.opts +# p <- p + geom_path(aes(x=x, y=y),data=survey.area) +# p <- p + labs(fill="Abundance") +# print(p) +prediction_grid <- st_make_grid(area.sf.proj, cellsize = c(9000,9000)) +prediction_grid_sf <- st_sf(geometry = prediction_grid) +preddata_sf$Prediction_xy <- dsm.xy.pred +cropped_grid <- st_join(prediction_grid_sf, preddata_sf, join = st_nearest_feature) +cropped_grid <- st_intersection(cropped_grid, area.sf.proj) +pred <- ggplot() + +geom_sf(data = cropped_grid, aes(fill = Prediction_xy), color = NA) + +geom_sf(data=segdata_sf, fill=NA, color="white", linewidth=.001) + +labs(title="Spotted dolphins, Gulf of Mexico, abundance estimates", +subtitle = "Bivariate smooth of location, quasipoisson") + +scale_fill_viridis_c(option = "viridis", direction = 1) +pred +dsm.xy.depth.pred <- predict(dsm.xy.depth, preddata, preddata$area) +preddata_sf$Prediction_xy_depth <- dsm.xy.depth.pred +cropped_grid <- st_join(prediction_grid_sf, preddata_sf, join = st_nearest_feature) +cropped_grid <- st_intersection(cropped_grid, area.sf.proj) +pred <- ggplot() + +geom_sf(data = cropped_grid, aes(fill = Prediction_xy_depth), color = NA) + +geom_sf(data=segdata_sf, fill=NA, color="white", linewidth=.001) + +labs(title="Spotted dolphins, Gulf of Mexico, abundance estimates", +subtitle = "Bivariate smooth of location, smooth of depth, quasipoisson") + +scale_fill_viridis_c(option = "viridis", direction = 1) +pred +# p <- ggplot() + grid_plot_obj(dsm.xy.depth.pred, "Abundance", pred.polys) + coord_equal() +gg.opts +# p <- p + geom_path(aes(x=x, y=y), data=survey.area) +# p <- p + labs(fill="Abundance") +# print(p) +preddata.var <- split(preddata, 1:nrow(preddata)) +dsm.xy.var <- dsm_var_gam(dsm.xy, pred.data=preddata.var, +off.set=preddata$area) +summary(dsm.xy.var) +# p <- ggplot() + grid_plot_obj(sqrt(dsm.xy.var$pred.var)/unlist(dsm.xy.var$pred), +# "CV", pred.polys) + coord_equal() +gg.opts +# p <- p + geom_path(aes(x=x, y=y), data=survey.area) +# p <- p + geom_line(aes(x, y, group=Transect.Label), data=segdata) +#print(p) +preddata_sf$CV <- sqrt(dsm.xy.var$pred.var)/preddata_sf$Prediction +# p <- ggplot() + grid_plot_obj(sqrt(dsm.xy.var$pred.var)/unlist(dsm.xy.var$pred), +# "CV", pred.polys) + coord_equal() +gg.opts +# p <- p + geom_path(aes(x=x, y=y), data=survey.area) +# p <- p + geom_line(aes(x, y, group=Transect.Label), data=segdata) +#print(p) +preddata_sf$CV <- sqrt(dsm.xy.var$pred.var)/preddata_sf$Prediction_xy +cropped_grid <- st_join(prediction_grid_sf, preddata_sf, join = st_nearest_feature) +cropped_grid <- st_intersection(cropped_grid, area.sf.proj) +CV <- ggplot() + +geom_sf(data = cropped_grid, aes(fill = CV), color = NA) + +geom_sf(data=segdata_sf, fill=NA, color="white", linewidth=.001) + +labs(title="Spotted dolphins, Gulf of Mexico, uncertainty (CV)", +subtitle = "Bivariate smooth of location, quasipoisson") + +scale_fill_viridis_c(option = "viridis", direction = 1) +CV +?fig.dim +data(mexdolphins) +load("mexdolphins-extra.rda") +predsf <- st_as_sf(pred.polys) +# plot as projected +plot(pred.polys, xlab="Northing", ylab="Easting") +axis(1); axis(2); box() +predsf <- st_as_sf(pred.polys) +# plot as projected +plot(st_geometry(pred.polys), axes=TRUE) +predsf <- st_as_sf(pred.polys) +# plot as projected +plot(st_geometry(predsf), axes=TRUE) +axis(1); axis(2); box() +library(sf) +library(plyr) +# tell R that the survey.area object is currently in lat/long +sp::proj4string(survey.area) <- sp::CRS("+proj=longlat +datum=WGS84") +predsf <- st_as_sf(pred.polys) +area.sf <- st_as_sf(survey.area) +st_crs(area.sf) <- "WGS84" +area.sf.proj <- st_transform(area.sf, crs = st_crs(predsf)) +# Convert preddata to a spatial object +preddata_sf <- st_as_sf(preddata, coords=c("x", "y")) +st_crs(preddata_sf) <- st_crs(area.sf.proj) +# Perform the intersection +preddata_sf <- st_intersection(preddata_sf, area.sf.proj) +coords_preddata <- data.frame(st_coordinates(preddata_sf)) +preddata_sf$x <- coords_preddata$X +preddata_sf$y <- coords_preddata$Y +depth <- ggplot() + +geom_sf(data=cropped_grid, aes(fill=depth), color=NA) + +labs(title = "Gulf of Mexico study area", +subtitle = "Depth in meters") + +scale_fill_viridis_c(option = "viridis", direction = 1) +cropped_grid <- st_join(prediction_grid_sf, preddata_sf, join = st_nearest_feature) +prediction_grid <- st_make_grid(area.sf.proj, cellsize = c(9000,9000)) +prediction_grid_sf <- st_sf(geometry = prediction_grid) +cropped_grid <- st_join(prediction_grid_sf, preddata_sf, join = st_nearest_feature) +cropped_grid <- st_intersection(cropped_grid, area.sf.proj) +depth <- ggplot() + +geom_sf(data=cropped_grid, aes(fill=depth), color=NA) + +labs(title = "Gulf of Mexico study area", +subtitle = "Depth in meters") + +scale_fill_viridis_c(option = "viridis", direction = 1) +depth +depth <- ggplot() + +geom_sf(data=cropped_grid, aes(fill=depth), color=NA) + +labs(title = "Gulf of Mexico study area", +subtitle = "Depth in meters") + +geom_point(aes(x, y, size=size), data=distdata) + +scale_fill_viridis_c(option = "viridis", direction = 1) +depth +View(distdata) +depth <- ggplot() + +geom_sf(data=cropped_grid, aes(fill=depth), color=NA) + +labs(title = "Spotted dolphins, Gulf of Mexico", +subtitle = "Depth in meters, size of detected dolphin groups") + +geom_point(aes(x, y, size=size), data=distdata, colour="red",alpha=I(0.7)) + +scale_fill_viridis_c(option = "viridis", direction = 1) +depth +depth <- ggplot() + +geom_sf(data=cropped_grid, aes(fill=depth), color=NA) + +labs(title = "Spotted dolphins, Gulf of Mexico", +subtitle = "Depth in meters, size of detected dolphin groups") + +geom_point(aes(x, y, size=size), data=distdata, colour="red",alpha=I(0.5)) + +scale_fill_viridis_c(option = "viridis", direction = 1) +depth +depth <- ggplot() + +geom_sf(data=cropped_grid, aes(fill=depth), color=NA) + +labs(title = "Spotted dolphins, Gulf of Mexico", +subtitle = "Depth in meters, size of detected dolphin groups", +xlab("Longitude"), ylab=("Latitude")) + +geom_point(aes(x, y, size=size), data=distdata, colour="red",alpha=I(0.5)) + +scale_fill_viridis_c(option = "viridis", direction = 1) +depth +depth <- ggplot() + +geom_sf(data=cropped_grid, aes(fill=depth), color=NA) + +labs(title = "Spotted dolphins, Gulf of Mexico", +subtitle = "Depth in meters, size of detected dolphin groups") + +xlab("Longitude") + ylab=("Latitude") + +geom_point(aes(x, y, size=size), data=distdata, colour="red",alpha=I(0.5)) + +scale_fill_viridis_c(option = "viridis", direction = 1) +depth <- ggplot() + +geom_sf(data=cropped_grid, aes(fill=depth), color=NA) + +labs(title = "Spotted dolphins, Gulf of Mexico", +subtitle = "Depth in meters, size of detected dolphin groups") + +xlab("Longitude") + ylab=("Latitude") + +geom_point(aes(x, y, size=size), data=distdata, colour="red",alpha=I(0.5)) + +scale_fill_viridis_c(option = "viridis", direction = 1) +depth <- ggplot() + +geom_sf(data=cropped_grid, aes(fill=depth), color=NA) + +labs(title = "Spotted dolphins, Gulf of Mexico", +subtitle = "Depth in meters, size of detected dolphin groups") + +xlab("Longitude") + ylab("Latitude") + +geom_point(aes(x, y, size=size), data=distdata, colour="red",alpha=I(0.5)) + +scale_fill_viridis_c(option = "viridis", direction = 1) +depth +setwd("~/GitHub/dsm/vignettes/points_france") +shape <- st_read("Contour_Rouillacais.shp") +plot(shape) +# provide the correct projection for the data +newproj <- "+proj=lcc +nadgrids=ntf_r93.gsb,null +a=6378249.2000 +rf=293.4660210000000 +pm=2.337229167 +lat_0=46.800000000 +lon_0=0.000000000 +k_0=0.99987742 +lat_1=46.800000000 +x_0=600000.000 +y_0=200000.000 +units=m +no_defs" +bob <- st_transform(shape, newproj) +bob <- st_transform(shape, crs=newproj) +CRS(shape) <- 4326 +bob <- st_transform(x=shape, src=4326, dst=newproj) +shape <- st_read("Contour_Rouillacais.shp") +sp::CRS(shape) <- 4326 +sp:::CRS(shape) <- 4326 +?CRS +sp::crs(shape) <- 4326 +st_crs(shape) +st_transform(shape, crs=4326) +shape <- st_read("Contour_Rouillacais.shp", crs=st_crs(4326)) +shape <- st_read("Contour_Rouillacais.shp", crs=st_crs(27562)) +EPP <- readShapeSpatial("Rouillacais_points.shp", crs=st_crs(27562)) +# make the object simpler +survey.area <- data.frame(shape@polygons[[1]]@Polygons[[1]]@coords) +library(sfheaders) +install.packages("sfheaders") +library(sfheaders) +survey.area <- sf_to_df(shape) +study <- ggplot() + +geom_sf(data=shape, fill="lightblue") + +geom_sf(data=EPP, color="black") + +theme_minimal() +EPP <- st_read("Rouillacais_points.shp", crs=st_crs(27562)) +study <- ggplot() + +geom_sf(data=shape, fill="lightblue") + +geom_sf(data=EPP, color="black") + +theme_minimal() +print(study) +# load raw data +data <- read.table("Hare_data.csv", header = TRUE, sep = ";", stringsAsFactors=FALSE) +str(data) +DSdata <- data.frame(Sample.Label = sub("Rouillacais_2016", "", data$point_ID), +Point = data$point_ID, +Xcoord = as.integer(data$Xcoord), +Ycoord = as.integer(data$Ycoord), +Area = 1) +DSdata$distance <- as.numeric(data$distance)/1000 +DSdata$Effort <- 3 +shape$AREA/(1000^2) +# construct segment (point) data (x, y, Effort, Sample.Label) +segdata <- as.data.frame(matrix(NA, ncol = 5, nrow=100)) +segdata <- DSdata[, c("Sample.Label", "Effort", "Point", "Xcoord", "Ycoord")] +segdata <- segdata[!duplicated(segdata), ] +colnames(segdata) <- c("Sample.Label", "Effort", "Segment.Label", "X", "Y") +obsdata <- DSdata +obsdata$size <- 1 +obsdata$object <- 1:nrow(obsdata) +str(obsdata) +prediction_grid <- st_make_grid(shape, cellsize = c(500,500)) +prediction_grid_sf <- st_sf(geometry = prediction_grid) +hmm <- st_intersection(prediction_grid_sf, shape) +plot(hmm) +plot(prediction_grid_sf) +library("Distance") +# define distance bins +cut <- c(0, 0.180, 0.220, 0.280, 0.300) +df_ht <- ds(DSdata, truncation=0.3, transect="point", +formula=~1, key="hn", adjustment=NULL, cutpoints=cut) +mod_tw <- dsm(count~s(X, Y), ddf.obj=df_ht, segment.data=segdata, +observation.data=obsdata, family=tw(), transect="point") +mod_tw_pred <- predict(mod_tw, preddata, preddata$area) +str(hmm) +preddata <- as.data.frame(matrix(NA, ncol=3, nrow=length(hmm$geometry))) +colnames(preddata) <- c("X", "Y", "area") +head(hmm$geometry) +head(hmm$geometry)[[1]] +701*24 +hmm$geometry[[1]][[1:4]] +hmm$geometry[[1]] +tom <- hmm$geometry[[1]] +str(tom) +tom[[1]][1:4, 1:2] +mean(tom[[1]][1:4, 1]) +mean(tom[[1]][1:4, 2]) +for (i in 1:length(hmm$geometry)){ +preddata[i, c("X")] <- mean(hmm$geometry[[i]][1:4, 1]) +preddata[i, c("Y")] <- mean(hmm$geometry[[i]][1:4, 2]) +preddata[i, c("area")] <- pred.grid$AREA[[i]]/(1000^2) +} +hmm$geometry[[22]] +hmm$geometry[[22]][1:4, 1] +hmm$geometry[[22]][[1]][1:4, 1] +prediction_grid <- st_make_grid(shape, cellsize = c(500,500)) +prediction_grid_sf <- st_sf(geometry = prediction_grid) +hmm <- st_intersection(prediction_grid_sf, shape) +preddata <- as.data.frame(matrix(NA, ncol=3, nrow=length(hmm$geometry))) +colnames(preddata) <- c("X", "Y", "area") +for (i in 1:length(hmm$geometry)){ +preddata[i, c("X")] <- mean(hmm$geometry[[i]][[1]][1:4, 1]) +preddata[i, c("Y")] <- mean(hmm$geometry[[i]][[1]][1:4, 2]) +preddata[i, c("area")] <- pred.grid$AREA[[i]]/(1000^2) +} +prediction_grid <- st_make_grid(shape, cellsize = c(500,500)) +prediction_grid_sf <- st_sf(geometry = prediction_grid) +hmm <- st_intersection(prediction_grid_sf, shape) +preddata <- as.data.frame(matrix(NA, ncol=3, nrow=length(hmm$geometry))) +colnames(preddata) <- c("X", "Y", "area") +for (i in 1:length(hmm$geometry)){ +preddata[i, c("X")] <- mean(hmm$geometry[[i]][[1]][1:4, 1]) +preddata[i, c("Y")] <- mean(hmm$geometry[[i]][[1]][1:4, 2]) +preddata[i, c("area")] <- hmm$AREA[[i]]/(1000^2) +} +hmm$geometry[[23]][[1]][1:4,1] +hmm$geometry[[23]][[1]][1:4,2] +hmm$geometry[[700]][[1]][1:4,2] +hmm$geometry[[500]][[1]][1:4,2] +hmm$geometry[[600]][[1]][1:4,2] +hmm$geometry[[700]][[1]][1:4,2] +hmm$geometry[[650]][[1]][1:4,2] +hmm$geometry[[680]][[1]][1:4,2] +hmm$geometry[[690]][[1]][1:4,2] +hmm$geometry[[699]][[1]][1:4,2] +hmm$AREA[600] +hmm$AREA[700] +hmm$AREA[701] +length(hmm$geometry) +# create a prediction grid +# method from http://rfunctions.blogspot.co.uk/2014/12/how-to-create-grid-and-intersect-it.html +library("raster") +library("rgeos") +library("dismo") +# Create an empty raster +grid <- raster(extent(shape)) +# Choose its resolution. 500 m in both X and Y (truncation distance) +res(grid) <- 500 +# Make the grid have the same coordinate reference system (CRS) as the shapefile. +proj4string(grid) <- proj4string(shape) +area.sf <- st_as_sf(survey.area) +# provide the correct projection for the data +newproj <- "+proj=lcc +nadgrids=ntf_r93.gsb,null +a=6378249.2000 +rf=293.4660210000000 +pm=2.337229167 +lat_0=46.800000000 +lon_0=0.000000000 +k_0=0.99987742 +lat_1=46.800000000 +x_0=600000.000 +y_0=200000.000 +units=m +no_defs" +# import shapefile for the survey area +shape <- readShapeSpatial("Contour_Rouillacais.shp", proj4string = CRS(newproj), +repair=TRUE, force_ring=T, verbose=TRUE) +library(sp) +# provide the correct projection for the data +newproj <- "+proj=lcc +nadgrids=ntf_r93.gsb,null +a=6378249.2000 +rf=293.4660210000000 +pm=2.337229167 +lat_0=46.800000000 +lon_0=0.000000000 +k_0=0.99987742 +lat_1=46.800000000 +x_0=600000.000 +y_0=200000.000 +units=m +no_defs" +# import shapefile for the survey area +shape <- readShapeSpatial("Contour_Rouillacais.shp", proj4string = CRS(newproj), +repair=TRUE, force_ring=T, verbose=TRUE) +# import shapefile for the points +EPP <- readShapeSpatial("Rouillacais_points.shp", proj4string = CRS(newproj), +repair=TRUE, force_ring=T, verbose=TRUE) +?readShapeSpatial +??readShapeSpatial +prediction_grid <- st_make_grid(shape, cellsize = c(500,500)) +prediction_grid_sf <- st_sf(geometry = prediction_grid) +hmm <- st_intersection(prediction_grid_sf, shape) +preddata <- as.data.frame(matrix(NA, ncol=3, nrow=length(hmm$geometry))) +colnames(preddata) <- c("X", "Y", "area") +for (i in 1:length(hmm$geometry)){ +preddata[i, c("X")] <- mean(hmm$geometry[[i]][[1]][1:4, 1]) +preddata[i, c("Y")] <- mean(hmm$geometry[[i]][[1]][1:4, 2]) +preddata[i, c("area")] <- hmm$AREA[[i]]/(1000^2) +} +# create a prediction grid +# method from http://rfunctions.blogspot.co.uk/2014/12/how-to-create-grid-and-intersect-it.html +library("raster") +library("rgeos") +library("dismo") +# Create an empty raster +grid <- raster(extent(shape)) +# Choose its resolution. 500 m in both X and Y (truncation distance) +res(grid) <- 500 +# Make the grid have the same coordinate reference system (CRS) as the shapefile. +proj4string(grid) <- proj4string(shape) +# import shapefile for the survey area +shape <- readShapeSpatial("Contour_Rouillacais.shp", proj4string = CRS(newproj), +repair=TRUE, force_ring=T, verbose=TRUE) +library(maptools) +pkgdown::build_site() +pkgdown::build_news() +getwd() +setwd("~/GitHub/dsm") +pkgdown::build_news() diff --git a/Clarity.txt b/Clarity.txt new file mode 100644 index 0000000..d1986cd --- /dev/null +++ b/Clarity.txt @@ -0,0 +1,7 @@ + \ No newline at end of file diff --git a/DESCRIPTION b/DESCRIPTION index ae58c3e..fdf4fd4 100644 --- a/DESCRIPTION +++ b/DESCRIPTION @@ -3,8 +3,28 @@ Maintainer: Laura Marshall License: GPL (>= 2) Title: Density Surface Modelling of Distance Sampling Data LazyLoad: yes -Author: David L. Miller, Eric Rexstad, Louise Burt, Mark V. Bravington, - Sharon Hedley, Megan Ferguson, Natalie Kelly. +Authors@R: + c(person(given=c("David", "L."), + family="Miller", + role=c("aut")), + person(given="Eric", + family="Rexstad", + role="ctb"), + person(given="Louise", + family="Burt", + role="ctb"), + person(given=c("Mark", "V."), + family="Bravington", + role="ctb"), + person(given="Sharon", + family="Hedley", + role="ctb"), + person(given="Megan", + family="Ferguson", + role="ctb"), + person(given="Natalie", + family="Kelly", + role="ctb")) Description: Density surface modelling of line transect data. A Generalized Additive Model-based approach is used to calculate spatially-explicit estimates of animal abundance from distance sampling (also presence/absence and strip diff --git a/NEWS b/NEWS.md similarity index 92% rename from NEWS rename to NEWS.md index 23aa023..0194b16 100644 --- a/NEWS +++ b/NEWS.md @@ -1,11 +1,9 @@ -dsm 2.3.4 ------------------- +# dsm 2.3.4 - fix bug where if predictions were NA (e.g., predictions outside the soap boundary), all variances were NA due to propagation (#4) -dsm 2.3.3 ------------------- +# dsm 2.3.3 * To improve consistency in functions in the package, some functions have changed from . separation to _. For function arguments some separators have been switched from _ to .. An error is now thrown when the "old" arguments/functions using . are used. This error will be removed in dsm 2.3.4. - dsm.var.prop -> dsm_var_prop @@ -17,14 +15,12 @@ dsm 2.3.3 - dsm_varprop - var_type -> var.type -dsm 2.3.2 ------------------- +# dsm 2.3.2 * fixed bug in offset calculation in dsm_varprop se estimation where offsets were logged twice. Thanks to Megan Ferguson for spotting this. * documentation now in rmarkdown format -dsm 2.3.1 ------------------- +- dsm 2.3.1 * transect type (line or point) is now determined from the detection function rather than using the transect= argument * multiple detection functions are now possible, use a list() of fitted detection functions supplied to ddf.obj= argument to dsm(). dsm.var.gam, dsm.var.prop and dsm_varprop are compatible. Vignette coming soon. Thanks to Dave Fifield and Ewan Wakefield for extensive testing and suggestions. See ?"dsm-data" for more information on how to set up your data. @@ -38,25 +34,21 @@ dsm 2.3.1 * availability= argument now works differently for count models. availability must now be the same length as number of segments (nrow(segment.data)) and will multiply the offset (effective area) rather than the number of animals observed to be more coherent with how detectability is handled in this case. * dsm_varprop no longer requies newdata to be supplied. If newdata isn't present just the refitted and original models are returned, with other entries NA. -dsm 2.3.0 ------------------- +# dsm 2.3.0 * fixed dsm_varprop (gam.fixed.priors) for response distributions with fixed scale parameters. Negative binomial results before now may have been incorrect! -dsm 2.2.18 ------------------- +# dsm 2.2.18 * Clarification of the predict.dsm return documentation. Thanks to Dave Fifield for the suggestion. * off.set=NULL lead to predictions of 0 when density was used. Now just returns density. Thanks to Dave Fifield for the catch. -dsm 2.2.17 ------------------- +# dsm 2.2.17 * Now Suggests package "sp" (needed for some parts of the mexdolphin example data) -dsm 2.2.16 ------------------- +# dsm 2.2.16 * check that any Sample.Labels match up, if none do then throw an error. Thanks to Madhura Davate for bringing this issue to my attention. * gamma option removed, since it now is not ignored by gam(). If using method="GCV.Cp" then gamma=1.4 should still be used (but generally we advise using REML rather than GCV for smoothing parameter selection) @@ -64,8 +56,7 @@ dsm 2.2.16 * dsm.var.prop (and dsm_varprop) now throw an error when there are no covariates in the detection function as it can't do anything useful * new function obs_exp is a diagnostic function to compare observed and expected counts at different covariate aggregations -dsm 2.2.15 ------------------- +# dsm 2.2.15 * when mexdolphins is loaded using data(), the data no longer need to be attach()ed * dsm.var.prop throws an error when count or N are not used as the response. @@ -78,22 +69,19 @@ dsm 2.2.15 * fix potential issue with negative binomial response is used with variance propagation (due to scale parameterisations). dsm_varprop now refits nb() models as negbin() but we advise users to look into this more deeply. Thanks to Eric Rexstad for spotting this. * fix bug in predict.dsm() where predictions for "density" response were not including the offset. Thanks to Len Thomas for spotting this. -dsm 2.2.14 ------------------- +# dsm 2.2.14 * nasty bug in predict.dsm fixed: was logging the offset twice when newdata was not provided, leading to very odd checking plots. This also effected the results of predict() when newdata= was not specified. Thanks to Megan Ferguson for alerting us to this. * add support for point transects(!) * rqgam.check() now produced ONLY the linear predictor vs. randomised quantile residuals plot to avoid confusion in interpreting the other plots * REML is now default method for smoothing parameter selection -dsm 2.2.13 ------------------- +# dsm 2.2.13 * dsm.var.gam now has an example * dsm.var.prop now checks that the detection function model does not have covariates -dsm 2.2.12 ------------------- +# dsm 2.2.12 * The alpha argument now works for analytical variance reported using dsm.var.prop and dsm.var.gam print.summary and summary methods. Thanks to Jason Roberts and Eric Rexstad for spotting this issue. * dsm now uses numDeriv::grad to calculate derivatives for variance estimation -- this should be much faster. Thanks to Jason Roberts for this fix. @@ -102,102 +90,86 @@ dsm 2.2.12 * ensured that ordering of segments matched the ordering of the observations so that aggregation of observations are correct. Thanks to Dave Fifield for reporting this bug and suggesting a fix. * check.cols no longer checks to see if there is a column called "distance" when strip transects are being used -dsm 2.2.11 ------------------- +# dsm 2.2.11 * dsm.var.prop uses update() rather than messing around with eval() * print.summary.dsm.var didn't work for GAM variance when no detection function was specified, now fixed (thanks to Natalia Dellabianca for spotting this) * Removed non-working plot() code in variance examples -- see the Mexico pantropical spotted dolphins for a proper treatment of plotting using projections (http://distancesampling.org/R/vignettes/mexico-analysis.html) * plot.var.gam no longer crashes by default when distance data doesn't have columns "x" and "y" -dsm 2.2.10 ------------------- +# dsm 2.2.10 * corrected offsets in examples in dsm, dsm.var.prop, dsm.var.movblk * updated mexdolphins data with lat/long reversal in prediction data and non-list storage * stopped use of rqgam.check from being used with non-negbin/Tweedie responses (thanks to Phil Bouchet for highlighting this issue). -dsm 2.2.9 ------------------- +# dsm 2.2.9 * Moving block bootstrap now works when there is no detection function (suggested by Laura Williamson) * Mexico dolphin data has had the areas of the prediction grids and segments re-projected. Thanks to Phil Bouchet for pointing out this error. Context: https://groups.google.com/d/msg/distance-sampling/oj1j8mSmnTc/3cOAAJgBw9MJ -dsm 2.2.8 ------------------- +# dsm 2.2.8 * Speed up and reduced memory usage in variance calculations, thanks to Filipe Dias for asking about this. * Better error when no observations are matched to the detection function. Thanks to Ricardo Lima for highlighting this. * Check for missing columns had incorrect logic, now corrected and with tests. Thanks to Julia Migné for spotting this. -dsm 2.2.7 ------------------- +# dsm 2.2.7 * Plotting check plots using random quantile residuals (rqgam.check) didn't work for Tweedie or tw family models, now fixed. Thanks to Laura Mannocci and Jason Roberts for pointing this out. * Plotting CV used matrix() to coerce data into a data.frame -- thus converting all elements to the simplest type. Errors ensued. Thanks to Adrian Schiavini for finding this bug! -dsm 2.2.6 ------------------- +# dsm 2.2.6 * dsm.var.prop and dsm.var.gam now allow you to supply a single number as an offset, then copy it as many times as you need. Thanks to Filipe Dias for suggesting this. -dsm 2.2.5 ------------------- +# dsm 2.2.5 * dsm.var.prop will now throw an error if there is no detection function in the dsm that it's trying to calculate the variance for (thanks to Adrián Schiavini for finding this) * variance/CV plotting threw an error when no detection function was supplied but observation=TRUE. Now error is sidestepped (again, thanks to Adrián Schiavini for finding this). -dsm 2.2.4 ------------------- +# dsm 2.2.4 * changed stop() to warning() when data not in the detection function are included in the observation data frame, as they are automatically excluded later, bug found by Eric Rexstad and Anna Cucknell -dsm 2.2.3 ------------------- +# dsm 2.2.3 * moving block boostrap was using observed abundances as the residuals and therefore gave wrong answers (Eric Rexstad found this bug) -dsm 2.2.2 ------------------- +# dsm 2.2.2 * version number reporting now works (Len Thomas found this bug) * more documentation * by default density and presence models are now weighted by area of each segment -dsm 2.2.1 ------------------- +# dsm 2.2.1 * switch over to new testthat spec * added new response variables (Dhat, density.est, count, n), suggestion from Len Thomas -dsm 2.1.4 ------------------- +# dsm 2.1.4 * check that all observed distances are within width will now throw an error -dsm 2.1.3 ------------------- +# dsm 2.1.3 * CRAN-compatibility fixes -dsm 2.1.2 ------------------- +# dsm 2.1.2 * updates to dsm.cor * more unified plotting * variance estimation tweaks for non-dsm models -dsm 2.0.6 ------------------- +# dsm 2.0.6 * removed warning about if() comparison length in make.soapgrid need to pass bnd as a list() * dsm.cor now handles gamm objects * dsm.cor allows one to check residual autocorrelation in your models * presence/absence data now no longer needs a dummy detection function object -dsm 2.0.5 ------------------- +# dsm 2.0.5 * started NEWS file * fixed bug where dsm.var.gam() didn't return predictions so plotting the result would fail diff --git a/vignettes/apa.csl b/vignettes/apa.csl new file mode 100644 index 0000000..3f2ccc8 --- /dev/null +++ b/vignettes/apa.csl @@ -0,0 +1,1539 @@ + + diff --git a/vignettes/lines_gomex/mexdolph.bib b/vignettes/lines_gomex/mexdolph.bib index 85047df..49e8a91 100644 --- a/vignettes/lines_gomex/mexdolph.bib +++ b/vignettes/lines_gomex/mexdolph.bib @@ -38,7 +38,7 @@ @article{hedley_spatial_2004 @book{wood_generalized_2017, edition = {2nd}, series = {Texts in Statistical Science}, - title = {Generalized Additive Models. An Introduction with R}, + title = {Generalized Additive Models. An Introduction with {R}}, publisher = {CRC Press}, author = {Wood, S. N.}, year = {2017} @@ -62,19 +62,24 @@ @article{wood_soap_2008 file = {Wood et al. - 2008 - Soap film smoothing.pdf:/Users/dill/Zotero/storage/U7WQB7WY/Wood et al. - 2008 - Soap film smoothing.pdf:application/pdf} } -@article{bravington_reliable_2018, - title = {Reliable variance propagation for spatial density surface models}, - abstract = {Density Surface Models (DSMs) are two-stage models for estimating animal density from line-transect data. First, detectability is estimated by distance sampling, and then a Generalized Additive Model (GAM) is used to estimate animal density as a function of location and/or other spatially-varying environmental covariates. One criticism of DSMs has been that uncertainty from the two stages is not usually propagated correctly into the final variance estimates. We show how to reformulate a DSM so that the uncertainty in detection probability from the distance sampling stage (regardless of its complexity) is captured as a random effect in the GAM stage. This random effect acts as a quadratic approximation to the detection probability centred at the point estimate of detectability, effectively fitting the detection function at the same time as the spatial model. This allows straightforward computation of the overall variance via standard GAM machinery. A further extension allows for spatial variation in group size, which can be an important covariate for detectability. We illustrate these models using line transect survey data of minke whales and harbour porpoise from a visual line transect survey of European waters.}, - language = {en}, - author = {Bravington, Mark V and Miller, David L and Hedley, Sharon L}, - year = {2018}, - pages = {11}, - file = {Bravington - 2018 - Reliable variance propagation for spatial density .pdf:/Users/dill/Zotero/storage/B3JMA9BQ/Bravington - 2018 - Reliable variance propagation for spatial density .pdf:application/pdf} +@article{bravington_variance_2021, + title = {Variance {{Propagation}} for {{Density Surface Models}}}, + author = {Bravington, Mark V. and Miller, David L. and Hedley, Sharon L.}, + year = {2021}, + volume = {26}, + pages = {306--323}, + month = feb, + journal = {Journal of Agricultural, Biological and Environmental Statistics}, + issn = {1537-2693}, + doi = {10.1007/s13253-021-00438-2}, + urldate = {2021-02-24}, + abstract = {Spatially explicit estimates of population density, together with appropriate estimates of uncertainty, are required in many management contexts. Density surface models (DSMs) are a two-stage approach for estimating spatially varying density from distance sampling data. First, detection probabilities---perhaps depending on covariates---are estimated based on details of individual encounters; next, local densities are estimated using a GAM, by fitting local encounter rates to location and/or spatially varying covariates while allowing for the estimated detectabilities. One criticism of DSMs has been that uncertainty from the two stages is not usually propagated correctly into the final variance estimates. We show how to reformulate a DSM so that the uncertainty in detection probability from the distance sampling stage (regardless of its complexity) is captured as an extra random effect in the GAM stage. In effect, we refit an approximation to the detection function model at the same time as fitting the spatial model. This allows straightforward computation of the overall variance via exactly the same software already needed to fit the GAM. A further extension allows for spatial variation in group size, which can be an important covariate for detectability as well as directly affecting abundance. We illustrate these models using point transect survey data of Island Scrub-Jays on Santa Cruz Island, CA, and harbour porpoise from the SCANS-II line transect survey of European waters. Supplementary materials accompanying this paper appear on-line.}, } + @book{bivand_applied_2008, series = {Use R!}, - title = {Applied Spatial Data Analysis with R}, + title = {Applied Spatial Data Analysis with {R}}, isbn = {978-0-387-78171-6}, url = {https://books.google.co.uk/books?id=4gg8yx_lcj0C}, publisher = {Springer New York}, diff --git a/vignettes/lines_gomex/mexico-analysis.Rmd b/vignettes/lines_gomex/mexico-analysis.Rmd index 87db0be..fee7f88 100644 --- a/vignettes/lines_gomex/mexico-analysis.Rmd +++ b/vignettes/lines_gomex/mexico-analysis.Rmd @@ -7,13 +7,21 @@ author: url: http://distancesampling.org affiliation: CREEM, Univ of St Andrews affiliation_url: https://creem.st-andrews.ac.uk -date: "`r Sys.Date()`" +date: "`r format(Sys.time(), '%B %Y')`" output: - distill::distill_article: + bookdown::html_document2: + number_sections: false toc: true toc_depth: 2 + base_format: rmarkdown::html_vignette +pkgdown: + as_is: true bibliography: mexdolph.bib -csl: apa.csl +csl: ../apa.csl +vignette: > + %\VignetteIndexEntry{Example `dsm` analysis: pantropical dolphins in the Gulf of Mexico} + %\VignetteEngine{knitr::rmarkdown} + \usepackage[utf8]{inputenc} --- ```{r echo=FALSE} @@ -109,19 +117,39 @@ Using latitude and longitude when performing spatial smoothing can be problemati We give an example of projecting the polygon that defines the survey area (which as simply been read into R using `readShapeSpatial` from a shapefile produced by GIS). ```{r projectsurvey, results='hide', message=FALSE} -library(rgdal) -library(maptools) +library(sf) library(plyr) # tell R that the survey.area object is currently in lat/long -proj4string(survey.area) <- CRS("+proj=longlat +datum=WGS84") +sp::proj4string(survey.area) <- sp::CRS("+proj=longlat +datum=WGS84") +predsf <- st_as_sf(pred.polys) + +area.sf <- st_as_sf(survey.area) +st_crs(area.sf) <- "WGS84" +area.sf.proj <- st_transform(area.sf, crs = st_crs(predsf)) + +# Convert preddata to a spatial object +preddata_sf <- st_as_sf(preddata, coords=c("x", "y")) +st_crs(preddata_sf) <- st_crs(area.sf.proj) +# Perform the intersection +preddata_sf <- st_intersection(preddata_sf, area.sf.proj) + +coords_preddata <- data.frame(st_coordinates(preddata_sf)) + +preddata_sf$x <- coords_preddata$X +preddata_sf$y <- coords_preddata$Y +``` + +Next bit of code works with the `study.area` outline, massaging it for use with soap film smoother. If you will not be using soap film smoothers, the code is extraneous. + +```{r studyareasoap} # proj 4 string # using http://spatialreference.org/ref/esri/north-america-lambert-conformal-conic/ -lcc_proj4 <- CRS("+proj=lcc +lat_1=20 +lat_2=60 +lat_0=40 +lon_0=-96 +x_0=0 +y_0=0 +ellps=GRS80 +datum=NAD83 +units=m +no_defs ") +lcc_proj4 <- sp::CRS("+proj=lcc +lat_1=20 +lat_2=60 +lat_0=40 +lon_0=-96 +x_0=0 +y_0=0 +ellps=GRS80 +datum=NAD83 +units=m +no_defs ") # project using LCC -survey.area <- spTransform(survey.area, CRSobj=lcc_proj4) +survey.area <- sp::spTransform(survey.area, CRSobj=lcc_proj4) # simplify the object survey.area <- data.frame(survey.area@polygons[[1]]@Polygons[[1]]@coords) @@ -130,64 +158,28 @@ names(survey.area) <- c("x", "y") The below code generates this plot, which shows the survey area with the transect lines overlaid (using data from `segdata`). -```{r areawithtransects, fig.cap="", fig.height=4} -p <- qplot(data=survey.area, x=x, y=y, geom="polygon",fill=I("lightblue"), -ylab="y", xlab="x", alpha=I(0.7)) -p <- p + coord_equal() -p <- p + geom_line(aes(x,y,group=Transect.Label),data=segdata) -p <- p + gg.opts - -print(p) +```{r areawithtransects, fig.cap="", fig.dim=c(7,5)} +segdata_sf <- st_as_sf(segdata, coords = c("x","y")) +st_crs(segdata_sf) <- st_crs(area.sf.proj) +# study area outline and segment centres +plot_segments <- ggplot() + + geom_sf(data = area.sf.proj, fill="lightblue", color = "blue", linewidth=.1) + + geom_sf(data=segdata_sf, fill=NA, color="black", linewidth=.3) + + labs(title="1996 SE Fisheries Science Center Gulf of Mexico cruise", + subtitle = "Points are segment centres") + + scale_fill_viridis_c(option = "magma", guide = "none") +plot_segments ``` -Also note that since we've projected our prediction grid, the "squares" don't look quite like squares. So for plotting we'll use the polygons that we've saved, these polygons (stored in `pred.polys`) are read from a shapefile created in GIS, the object itself is of class `SpatialPolygons` from the `sp` package. This plotting method makes plotting take a little longer, but avoids gaps and overplotting. The following plot compares using latitude/longitude (left) with a projection (right). - -```{r projection-compare, fig.cap="", fig.height=3} -par(mfrow=c(1,2)) - -# put pred.polys into lat/long -pred_latlong <- spTransform(pred.polys,CRSobj=CRS("+proj=longlat +datum=WGS84")) - -# plot latlong -plot(pred_latlong, xlab="Longitude", ylab="Latitude") -axis(1); axis(2); box() +Also note that since we have projected our prediction grid, the "squares" do not look quite like squares. So for plotting we will use the polygons that we have saved, these polygons (stored in `pred.polys`) are read from a shapefile created in GIS, the object itself is of class `SpatialPolygons` from the `sp` package. It needs project for proper plotting using functions in the `sf` package. predsf <- st_as_sf(pred.polys) +```{r projection-compare, fig.cap="", fig.dim=c(7,5)} +predsf <- st_as_sf(pred.polys) # plot as projected -plot(pred.polys, xlab="Northing", ylab="Easting") -axis(1); axis(2); box() -``` - - -Tips on plotting polygons are available from [the `ggplot2` wiki](https://github.com/hadley/ggplot2/wiki/plotting-polygon-shapefiles). - -Here we define a convenience function to generate an appropriate data structure for `ggplot2` to plot: - -```{r ggpoly} -# given the argument fill (the covariate vector to use as the fill) and a name, -# return a geom_polygon object -# fill must be in the same order as the polygon data -grid_plot_obj <- function(fill, name, sp){ - - # what was the data supplied? - names(fill) <- NULL - row.names(fill) <- NULL - data <- data.frame(fill) - names(data) <- name - - spdf <- SpatialPolygonsDataFrame(sp, data) - spdf@data$id <- rownames(spdf@data) - spdf.points <- fortify(spdf, region="id") - spdf.df <- join(spdf.points, spdf@data, by="id") - - # seems to store the x/y even when projected as labelled as - # "long" and "lat" - spdf.df$x <- spdf.df$long - spdf.df$y <- spdf.df$lat - - geom_polygon(aes_string(x="x",y="y",fill=name, group="group"), data=spdf.df) -} +plot(st_geometry(predsf), axes=TRUE) ``` +Tips on plotting polygons are available from [the `ggplot2` pkg_down](https://ggplot2.tidyverse.org/reference/ggsf.html?q=geom_sf#null). # Exploratory data analysis @@ -197,7 +189,7 @@ The top panels of the EDA plots below show histograms of observed distances and The following code generates the EDA plots: -```{r EDA-plots, fig.height=7, fig.width=7, fig.cap="", results="hide"} +```{r EDA-plots, fig.height=6, fig.width=6, fig.cap="", results="hide"} par(mfrow=c(2,2)) # histograms @@ -219,26 +211,30 @@ plot(distdata$distance,distdata$beaufort, main="", xlab="Distance (m)", Top row, left to right: histograms of distance and cluster size; bottom row: plot of distance against cluster size and plot of distances against Beaufort sea state. - ## Spatial data Looking separately at the spatial data without thinking about the distances, we can plot the observed group sizes in space (point size is proportional to the group size for each observation). Circle size indicates the size of the group in the observation. There are rather large areas with no observations, which might cause our variance estimates for abundance to be rather large. We also see the depth data which we will use depth later as an explanatory covariate in our spatial model. -```{r spatialEDA, fig.cap=""} -p <- ggplot() + grid_plot_obj(preddata$depth, "Depth", pred.polys) + coord_equal() -p <- p + labs(fill="Depth",x="x",y="y",size="Group size") -p <- p + geom_line(aes(x, y, group=Transect.Label), data=segdata) -p <- p + geom_point(aes(x, y, size=size), data=distdata, colour="red",alpha=I(0.7)) -p <- p + gg.opts -print(p) -``` +```{r spatialEDA, fig.cap="", fig.dim=c(7,5)} +prediction_grid <- st_make_grid(area.sf.proj, cellsize = c(9000,9000)) +prediction_grid_sf <- st_sf(geometry = prediction_grid) +cropped_grid <- st_join(prediction_grid_sf, preddata_sf, join = st_nearest_feature) +cropped_grid <- st_intersection(cropped_grid, area.sf.proj) +depth <- ggplot() + + geom_sf(data=cropped_grid, aes(fill=depth), color=NA) + + labs(title = "Spotted dolphins, Gulf of Mexico", + subtitle = "Depth in meters, size of detected dolphin groups") + + xlab("Longitude") + ylab("Latitude") + + geom_point(aes(x, y, size=size), data=distdata, colour="red",alpha=I(0.5)) + + scale_fill_viridis_c(option = "viridis", direction = 1) +depth +``` # Estimating the detection function We use the `ds` function in the package `Distance` to fit the detection function. (The `Distance` package is intended to make standard distance sampling in `R` relatively straightforward. For a more flexible but more complex alternative, see the function `ddf` in the `mrds` library.) - First, loading the `Distance` library: ```{r loadDistance} @@ -257,18 +253,15 @@ Calling `summary` gives us information about parameter estimates, probability of summary(detfc.hr.null) ``` - The following code generates a plot of the fitted detection function (left) and quantile-quantile plot (right): -``` {r hr-detfct, fig.cap="", fig.width=9, fig.height=6, results="hide"} -layout(matrix(c(1, 2), 1, 2), width=c(1.5, 1)) +``` {r hr-detfct, fig.cap="", fig.lim=c(6,9), fig.show="hold"} plot(detfc.hr.null, showpoints=FALSE, pl.den=0, lwd=2) gof_ds(detfc.hr.null) ``` The quantile-quantile plot show relatively good goodness of fit for the hazard-rate detection function. - ## Adding covariates to the detection function It is common to include covariates in the detection function (so-called Multiple Covariate Distance Sampling or MCDS). In this dataset there are two covariates that were collected on each individual: Beaufort sea state and size. For brevity we fit only a hazard-rate detection functions with the sea state included as a factor covariate as follows: @@ -288,12 +281,10 @@ Here the detection function with covariates does not give a lower AIC than the m For brevity, detection function model selection has been omitted here. In practise we would fit many different forms for the detection function (and select a model based on goodness of fit testing and AIC). - # Fitting a DSM Before fitting a `dsm` model, the data must be segmented; this consists of chopping up the transects and attributing counts to each of the segments. As mentioned above, these data have already been segmented. - ## A simple model We begin with a very simple model. We assume that the number of individuals in each segment are quasi-Poisson distributed and that they are a smooth function of their spatial coordinates (note that the formula is exactly as one would specify to `gam` in `mgcv`). By setting `group=TRUE`, the abundance of clusters/groups rather than individuals can be estimated (though we ignore this here). Note we set `method="REML"` to ensure that smooth terms are estimated reliably. @@ -317,7 +308,7 @@ We can use the deviance explained to compare between models[^rsqoffset]. We can also get a rough idea of what the smooth of space looks like using `vis.gam` (white/yellow indicates high values, red low indicates low values): -```{r visgam1, fig.cap=''} +```{r visgam1, fig.cap='', fig.dim=c(7,5)} vis.gam(dsm.xy, plot.type="contour", view=c("x","y"), asp=1, type="response", contour.col="black", n.grid=100) ``` @@ -338,7 +329,7 @@ Setting `select=TRUE` here (as an argument to `gam`) would impose extra shrinkag Simply calling `plot` on the model object allows us to look at the relationship between depth and the linear predictor: -```{r dsm-xy-depth-depth, fig.cap=""} +```{r dsm-xy-depth-depth, fig.cap="", fig.dim=c(7,5)} plot(dsm.xy.depth, select=2) ``` @@ -361,14 +352,13 @@ summary(dsm.est.xy) As is the resulting spatial smooth (though the resulting surface is somewhat "amplified"): -```{r visgam5, fig.cap=""} +```{r visgam5, fig.cap="", fig.dim=c(7,5)} vis.gam(dsm.est.xy, plot.type="contour", view=c("x","y"), asp=1, type="response", zlim=c(0, 300), contour.col="black", n.grid=100) ``` - ## Other response distributions -Often the quasi-Poisson distribution doesn't give adequate flexibility and doesn't capture the overdispersion in the response data (see [Model checking] and [Model selection] below), so below we illustrate two additional distributions that can be used with count data. +Often the quasi-Poisson distribution doesn't give adequate flexibility and does not capture the overdispersion in the response data (see [Model checking] and [Model selection] below), so below we illustrate two additional distributions that can be used with count data. For the models in this section, we'll move back to the `count` response, though the estimated abundance would also work. @@ -381,8 +371,6 @@ dsm.xy.tweedie <- dsm(count~s(x,y), detfc.hr.null, segdata, obsdata, family=tw() summary(dsm.xy.tweedie) ``` - - ### Negative binomial Though not used here there are, similarly, two options for the negative binomial distribution: `negbin` and `nb`. The former requires the user specification single parameter `theta` or a range of values for the parameter (specified as a vector), the latter estimates the value of `theta` during the model fitting process (and is generally faster). The latter is recommended for most users. @@ -424,14 +412,13 @@ dsm.xy.tweedie.soap<-dsm(count~s(x, y, bs="so", k=15, xt=list(bnd=list(survey.ar summary(dsm.xy.tweedie.soap) ``` - # Model checking Fitting models is all well and good, but we'd like to confirm that the models we have are reasonable; `dsm` provides some functions for model checking. We can use `gam.check` to generate diagnostic plots: -```{r dsm.xy-check, fig.cap="", fig.width=6, fig.height=6} +```{r dsm.xy-check, fig.cap="", fig.dim=c(7,5)} gam.check(dsm.xy) ``` @@ -448,7 +435,7 @@ The `?choose.k` manual page from `mgcv` gives further guidance and technical det We can look at the same model form but with a Tweedie distribution specified as the response: -``` {r dsm.xy.tweedie-check, fig.cap="", fig.width=6, fig.height=6} +``` {r dsm.xy.tweedie-check, fig.cap="", fig.dim=c(7,5)} gam.check(dsm.xy.tweedie) ``` @@ -462,20 +449,19 @@ In the top right panel of the above `gam.check` plots the residuals vs. linear p Randomised quantile residuals [@dunn_randomized_1996] avoid this issue by transforming the residuals to be exactly normally distributed. This makes the residuals vs. linear predictor plot much easier to interpret as it therefore doesn't include the artifacts generated by the link function. These plots can be produced using `rqgam.check` in `dsm`: -``` {r dsm.xy.tweedie-rqcheck, fig.cap="", fig.width=6, fig.height=6} -rqgam.check(dsm.xy.tweedie) +``` {r dsm.xy.tweedie-rqcheck, fig.cap="", fig.dim=c(7,5)} +rqgam_check(dsm.xy.tweedie) ``` Here we can see that there is no issue with heteroskedasticity (no increase in spread in the residuals vs. linear predictor plot with increasing values of the linear predictor). One can also plot these residuals against covariate values to check for pattern in the residuals. Note that in general, plots other than "Resids vs. linear pred." should be interpreted with caution in the output of `rqgam.check` as the residuals generated are normal by construction (so for example the Q-Q plot and histogram of residuals will always look fine). - # Model selection Assuming that models have "passed" the checks in `gam.check`, `rqgam.check` and are sufficiently flexible, we may be left with a choice of which model is "best". There are several methods for choosing the best model -- AIC, REML/GCV scores, deviance explained, full cross-validation with test data and so on. -Though this document doesn't intend to be a full analysis of the pantropical dolphin data, we can create a results table to compare the various models that have been fitted so far in terms of their abundance estimates and associated uncertainties. +Though this document does not intend to be a full analysis of the pantropical dolphin data, we can create a results table to compare the various models that have been fitted so far in terms of their abundance estimates and associated uncertainties. ```{r modelcomp, cache=TRUE} # make a data.frame to print out @@ -509,13 +495,24 @@ Once a model has been checked and selected, we can make predictions over the gri dsm.xy.pred <- predict(dsm.xy, preddata, preddata$area) ``` -We use the `grid_plot_obj` helper function to assign the predictions to grid cells (polygons): +Given predicted abundance estimates for each cell in the prediction grid, these are connected to the prediction grid object for mapping: -```{r dsm.xy-preds, fig.cap=""} -p <- ggplot() + grid_plot_obj(dsm.xy.pred, "Abundance", pred.polys) + coord_equal() +gg.opts -p <- p + geom_path(aes(x=x, y=y),data=survey.area) -p <- p + labs(fill="Abundance") -print(p) +```{r dsm.xy-preds, fig.cap="", fig.dim=c(7,5)} +prediction_grid <- st_make_grid(area.sf.proj, cellsize = c(9000,9000)) +prediction_grid_sf <- st_sf(geometry = prediction_grid) + +preddata_sf$Prediction_xy <- dsm.xy.pred + +cropped_grid <- st_join(prediction_grid_sf, preddata_sf, join = st_nearest_feature) +cropped_grid <- st_intersection(cropped_grid, area.sf.proj) + +pred <- ggplot() + + geom_sf(data = cropped_grid, aes(fill = Prediction_xy), color = NA) + + geom_sf(data=segdata_sf, fill=NA, color="white", linewidth=.001) + + labs(title="Spotted dolphins, Gulf of Mexico, abundance estimates", + subtitle = "Bivariate smooth of location, quasipoisson") + + scale_fill_viridis_c(option = "viridis", direction = 1) +pred ``` We can calculate abundance over the survey area by simply summing these predictions: @@ -526,12 +523,21 @@ sum(dsm.xy.pred) We can compare this with a plot of the predictions from this `dsm.xy.depth`: -```{r dsm.xy.depth-preds, fig.cap=""} +```{r dsm.xy.depth-preds, fig.cap="", fig.dim=c(7,5)} dsm.xy.depth.pred <- predict(dsm.xy.depth, preddata, preddata$area) -p <- ggplot() + grid_plot_obj(dsm.xy.depth.pred, "Abundance", pred.polys) + coord_equal() +gg.opts -p <- p + geom_path(aes(x=x, y=y), data=survey.area) -p <- p + labs(fill="Abundance") -print(p) + +preddata_sf$Prediction_xy_depth <- dsm.xy.depth.pred + +cropped_grid <- st_join(prediction_grid_sf, preddata_sf, join = st_nearest_feature) +cropped_grid <- st_intersection(cropped_grid, area.sf.proj) + +pred <- ggplot() + + geom_sf(data = cropped_grid, aes(fill = Prediction_xy_depth), color = NA) + + geom_sf(data=segdata_sf, fill=NA, color="white", linewidth=.001) + + labs(title="Spotted dolphins, Gulf of Mexico, abundance estimates", + subtitle = "Bivariate smooth of location, smooth of depth, quasipoisson") + + scale_fill_viridis_c(option = "viridis", direction = 1) +pred ``` We can see the inclusion of depth into the model has had a noticeable effect on the distribution (note the difference in legend scale between the two plots). We can again also look at the total abundance: @@ -548,16 +554,16 @@ Obviously point estimates of abundance are important, but we should also calcula There are two approaches to estimating the uncertainty of an abundance estimate in `dsm`. -- `dsm.var.gam` which assumes that the spatial model and detection function parts of the model are independent of each other. In this case the squared coefficients of variation for each model component are added. -- `dsm.var.prop` which takes into account the fact that detection probability may be correlated with the spatial part of the model. It uses methods described in [@bravington_reliable_2018]. +- `dsm_var_gam` which assumes that the spatial model and detection function parts of the model are independent of each other. In this case the squared coefficients of variation for each model component are added. +- `dsm_var_prop` which takes into account the fact that detection probability may be correlated with the spatial part of the model. It uses methods described in [@bravington_variance_2021]. -`dsm.var.prop` can only be applied when there is a covariate in the detection function that varies at the level of the segments, and is recorded at each segment (for example Beaufort). We don't have that situation here, so we opt for `dsm.var.gam`. +`dsm_var_prop` can only be applied when there is a covariate in the detection function that varies at the level of the segments, and is recorded at each segment (for example Beaufort). We don't have that situation here, so we opt for `dsm_var_gam`. - Both methods estimate the variance of the abundance for each element in the list provided in `pred.data`. In our case we wish to obtain an abundance for each of the prediction cells, so we use `split` to chop our data set into list elements to give to `dsm.var.gam` (or `dsm.var.prop`). + Both methods estimate the variance of the abundance for each element in the list provided in `pred.data`. In our case we wish to obtain an abundance for each of the prediction cells, so we use `split` to chop our data set into list elements to give to `dsm_var_gam` (or `dsm_var_prop`). ```{r dsm.xy-var, cache=TRUE} preddata.var <- split(preddata, 1:nrow(preddata)) -dsm.xy.var <- dsm.var.gam(dsm.xy, pred.data=preddata.var, +dsm.xy.var <- dsm_var_gam(dsm.xy, pred.data=preddata.var, off.set=preddata$area) ``` @@ -569,12 +575,19 @@ summary(dsm.xy.var) We can also make a plot of the CVs (with transect lines and observations overlaid) using the following code. -```{r dsm.xyvarplot, fig.cap=""} -p <- ggplot() + grid_plot_obj(sqrt(dsm.xy.var$pred.var)/unlist(dsm.xy.var$pred), - "CV", pred.polys) + coord_equal() +gg.opts -p <- p + geom_path(aes(x=x, y=y), data=survey.area) -p <- p + geom_line(aes(x, y, group=Transect.Label), data=segdata) -print(p) +```{r dsm.xyvarplot, fig.cap="", fig.dim=c(7,5)} +preddata_sf$CV <- sqrt(dsm.xy.var$pred.var)/preddata_sf$Prediction_xy + +cropped_grid <- st_join(prediction_grid_sf, preddata_sf, join = st_nearest_feature) +cropped_grid <- st_intersection(cropped_grid, area.sf.proj) + +CV <- ggplot() + + geom_sf(data = cropped_grid, aes(fill = CV), color = NA) + + geom_sf(data=segdata_sf, fill=NA, color="white", linewidth=.001) + + labs(title="Spotted dolphins, Gulf of Mexico, uncertainty (CV)", + subtitle = "Bivariate smooth of location, quasipoisson") + + scale_fill_viridis_c(option = "viridis", direction = 1) +CV ``` Note the increase in CV away from the transect lines. @@ -582,7 +595,7 @@ Note the increase in CV away from the transect lines. We can revisit the model that included both depth and location smooths and observe that the coefficient of variation for that model is larger than that of the model with only the location smooth. ```{r dsm.xy.depth-varprop, cache=TRUE} -dsm.xy.depth.var <- dsm.var.gam(dsm.xy.depth, pred.data=preddata.var, +dsm.xy.depth.var <- dsm_var_gam(dsm.xy.depth, pred.data=preddata.var, off.set=preddata$area) summary(dsm.xy.depth.var) ``` @@ -592,13 +605,13 @@ summary(dsm.xy.depth.var) This document has outlined an analysis of spatially-explicit distance sampling data using the `dsm` package. Note that there are many possible models that can be fitted using `dsm` and that the aim here was to show just a few of the options. Results from the models can be rather different, so care must be taken in performing model selection, discrimination and criticism. - # Software * `Distance` is available at [http://github.com/DistanceDevelopment/Distance](http://github.com/DistanceDevelopment/Distance) as well as on CRAN. * `dsm` is available at [http://github.com/DistanceDevelopment/dsm](http://github.com/DistanceDevelopment/dsm), as well as on CRAN. - [^offsetcorrection]: An earlier version of this vignette incorrectly stated that the areas of the prediction cells were 444km$^2$. This has been corrected. Thanks to Phil Bouchet for pointing this out. [^MGET]: These operations can be performed in R using the `sp` and `rgeos` packages. It may, however, be easier to perform these operations in GIS such as ArcGIS -- in which case the MGET Toolbox may be useful. [^rsqoffset]: Note though that the adjusted $R^2$ for the model is defined as the proportion of variance explained but the "original" variance used for comparison doesn't include the offset (the area (or effective of the segments). It is therefore not recommended for one to directly interpret the $R^2$ value (see the `summary.gam` manual page for further details). + +# References \ No newline at end of file diff --git a/vignettes/lines_gomex/mexico-analysis_cache/html/__packages b/vignettes/lines_gomex/mexico-analysis_cache/html/__packages new file mode 100644 index 0000000..ebf00a5 --- /dev/null +++ b/vignettes/lines_gomex/mexico-analysis_cache/html/__packages @@ -0,0 +1,10 @@ +knitr +nlme +mgcv +mrds +numDeriv +dsm +ggplot2 +sf +plyr +Distance diff --git a/vignettes/lines_gomex/mexico-analysis_cache/html/dsm-est-xy_f7ce90728e1e0a8a2c7be5fa1ad1df14.RData b/vignettes/lines_gomex/mexico-analysis_cache/html/dsm-est-xy_f7ce90728e1e0a8a2c7be5fa1ad1df14.RData new file mode 100644 index 0000000000000000000000000000000000000000..5a88627cd9fa9616e782b17091605367ff8bc900 GIT binary patch literal 2795 zcmV)DSThP(3IG5A0{{dB00098000001yxi=EjR!G z1Ofm60096500{s901PftVQyq^Z7y?VWn=&V01W^D0&)NVD5C%X0&w%AF0zrmZi~U$ 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