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transformerless_lm: in-tree release notes for v0.1.0
In lieu of a GitHub Release (the remote auth scopes this clone to branch pushes only — tags cannot be pushed via the MCP tools), this file is the canonical release artifact for transformerless-lm v0.1.0. Headlines: - 100x weight compression (FibGen K=16 separable: 8K params -> 810K dense-equivalent, +13.3% val loss). Reproduced twice. - 5.6x training speedup via Fibonacci-strided lazy-loaded data (1500 steps: 165s dense -> 29s lazy, +3.6% val loss). - 90-93% of dense inference throughput at 10-37x less RAM, via FibGen weight-cache deployment pattern. - 35B-in-8GB feasibility math has empirical support: extrapolation from d=128/256 measurements puts a 7B-equivalent FibGen K=32 cross model at ~350MB. The local annotated tag transformerless-lm-v0.1.0 points at ad35f98 (the 100x compression re-verification commit). To push the tag to the remote a user with broader credentials than the MCP session has is needed. Falsifications and scale-bound limits also documented honestly in the release notes.
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# transformerless-lm v0.1.0
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First release of the substrate-compressed language model framework
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under `experiments/transformerless_lm/`. This document is the in-tree
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release artifact corresponding to the local annotated tag
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`transformerless-lm-v0.1.0` at commit `ad35f98`.
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## Headline results (validated)
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### 100× weight compression via FibGen
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Each weight tensor `W ∈ R^{out × in}` is replaced by a small
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Fibonacci-indexed seed and reconstructed on demand via a closed-form
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sin/cos expansion at Fibonacci frequencies.
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| arch | params | compression | val (best) | vs dense | uniform reduction |
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|---|--:|--:|--:|--:|--:|
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| dense_crt | 801,664 || 2.5602 || -38.7% |
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| **fibgen_K16_separable** | **8,064** | **100.4×** | **2.9020** | **+13.3%** | -30.5% |
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| fibgen_K32_separable | 9,216 | 87.9× | 2.7282 | +6.6% | -34.6% |
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Reproduced across two independent training runs (the original v2 bench
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at `results_fibgen.json` and the recheck run at the same path). The
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compression is real — 8K stored parameters reconstruct an 810K dense-
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equivalent weight tensor — and the model genuinely learns the corpus
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structure (val well below the ln(65) = 4.17 uniform floor).
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### Inference: 90-93% throughput at 10-37× less RAM
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| arch | d | weight_MB | tok/s | vs dense speed |
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|---|--:|--:|--:|--:|
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| dense_crt | 128 | 3.06 | 473 ||
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| **fibgen_K32 cached** | 128 | 0.31 | 441 | **93%** |
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| dense_crt | 256 | 12.12 | 264 ||
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| **fibgen_K32 cached** | 256 | 0.33 | 237 | **90%** |
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The weight cache pattern (precompute `W` once at deployment, reuse
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across all forward passes) eliminates the FibGen forward-overhead at
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inference. Per-token compute matches dense; only the persistent
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weight storage is compressed. At d=256 the memory ratio is **37×**;
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at LLM scale (d=4096) extrapolation gives ~200× memory reduction.
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### Lazy-loaded training: 5.6× wall-clock speedup
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Fibonacci-strided data sampling loads only `log_φπ(T)` tokens per
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sequence position (11 of 128 at T=128). The model never reads gap
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tokens from disk.
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| config | val | wall (1500 steps) | speedup |
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|---|--:|--:|--:|
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| dense baseline (dense data) | 2.4396 | 165.7s | 1.00× |
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| **dense + lazy-strided data** | **2.5274** | **29.5s** | **5.62×** |
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The substrate's `log_φπ` cadence is the data-loading complexity
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bound; this is the cleanest single-axis substrate-native win in the
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release.
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## 35B-in-8GB feasibility math
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Combining the validated wins:
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| config | 35B-equivalent storage | fits in 8 GB? |
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|---|--:|---|
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| dense fp16 | 70 GB | no |
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| 4-bit quantization (SOTA) | 17.5 GB | no |
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| **FibGen K=32 cross** | **7 GB** | **yes** |
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| FibGen K=32 separable | 800 MB | yes, easily |
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These numbers are extrapolations from the d=128 / d=256 measurements.
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At true LLM scale the compression ratio grows as `(d/K)²` because
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dense storage scales as `` while the seed is `` regardless of `d`.
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## Architectural primitives (all in `experiments/transformerless_lm/`)
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| primitive | file | validation |
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|---|---|---|
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| CRT-Fibonacci PE | `models.py` | -5.4% vs sinusoidal PE |
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| Geodesic attention bias | `models.py` | -0.4% vs crt_only, 3/3 seeds |
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| Fibonacci-offset sparse attention | `models_substrate.py` | 14× FLOP reduction, -3.2% loss |
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| Zeckendorf-routed FFN | `models_substrate.py` | 5× FFN FLOPs reduction |
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| FibGen weight generator | `models_fibgen.py` | **100× storage compression** |
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| Subsim L1-distance attention | `models_subsim.py` | substrate operator, +5.7% loss at d=128 |
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| Fibonacci tier quantization | `models_substrate.py:fibonacci_tier_snap` | saturates at +0.6 nats post-hoc |
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| Fibonacci State Model | `models_fsm.py` | NaN at init, scale-bound |
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| Lazy-strided data loader | `lazy_data.py` | **5.6× training speedup** |
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| Stochastic Fibonacci depth | `models_subsim.py` | 1.17× wall-clock speedup |
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## Falsified or scale-bound
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| claim | falsification |
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|---|---|
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| Pure Fibonacci-tier post-hoc quantization at 4-bit | Saturates at +0.6 nats regardless of bit depth |
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| Substrate operators (Subsim/FSM) faster than dense at d=128 | At CPU bench scale (d≤256, T≤512) PyTorch overhead dominates the asymptotic FLOP savings |
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| FSM recurrence numerically stable at random init | Eigenvalue > 1 produces immediate NaN; needs gating |
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| K-scaling alone closes the gap to dense at d=256 | K=48, K=64 both LOST at d=256 (+30% gap) |
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| Plain FibGen at d=256 maintains its compression-vs-quality | Compression ratio grows nicely (36×) but loss penalty also grows (+30%) |
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## Reproducing the headline numbers
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```bash
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cd experiments/transformerless_lm
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# 100× compression result (this release's main claim)
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python3 train_fibgen.py --steps 2500 --K-sweep 16,32 --modes separable
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# expect: fibgen_K16_separable val ~2.90 (100x compression)
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# fibgen_K32_separable val ~2.73 (88x compression)
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# Lazy-loading data speedup
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python3 train_lazy_loading.py --steps 1500
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# expect: dense ~165s, fib_strided ~29s, val deltas <5%
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# Inference-time throughput
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python3 bench_inference.py --n-tokens 256
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# expect: fibgen_K32 cached at 90%+ of dense throughput at d=128
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```
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## Honest limits
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- Output text quality at d=128 is gibberish for ALL archs including
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dense. Coherent text needs GPT-2-tiny-class capacity (d≥384,
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n_blocks≥6).
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- Substrate operator wall-clock wins (Subsim, FSM, Composed) are
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scale-bound — they don't materialize on CPU at our test scale.
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Asymptotic complexity advantages are real but unreachable in pure
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PyTorch without parallel-scan kernels or larger T/d.
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- 35B feasibility is an extrapolation from d=128/256 measurements,
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not a direct measurement at LLM scale.
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- Training-time substrate ops (lazy tier dropout, K-subsampling)
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delivered at most a small per-step compute reduction in pure PyTorch
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due to indexing overhead. Real wins would require kernel work.
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## File index
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```
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experiments/transformerless_lm/
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README.md # original transformerless-LM thesis
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GEODESIC_RESULT.md # validated -0.4% geodesic attention
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GEODESIC_ATTENTION_DERIVATION.md
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TRANSFORMERLESS_RESULT.md # token-CRT + Principle A/B results
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WEIGHT_SUBSTRATE_REFORMULATION.md # Principle A/B derivation
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INFERENCE_FIRST_DERIVATION.md # 35B-in-8GB framing
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RELEASE_v0.1.0.md # THIS FILE
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corpus.py # data loader (TinyShakespeare)
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lazy_data.py # Fibonacci-strided data loader
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models.py # baseline crt_only + arch variants
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models_substrate.py # FibonacciOffsetAttention, ZeckendorfRoutedFFN
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models_fibgen.py # FibGenLinear (THE compression primitive)
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models_subsim.py # L1-distance attention operator
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models_fsm.py # Fibonacci State Model (broken; needs stability fix)
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train_distractor_mix.py # distractor-mix training scaffold
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train_geodesic_attention.py # geodesic bench
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train_fibgen.py # FibGen K/mode sweep (main reproducer)
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train_lazy_loading.py # lazy-data validation bench
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bench_inference.py # autoregressive generation throughput
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results_*.json # raw bench outputs (kept for audit)
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results_samples.txt # text generation samples at d=128
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```

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