A Julia package for manipulating data in the Riemannian Manifold of Positive Definite Matrices
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Updated
Mar 12, 2026 - Julia
A Julia package for manipulating data in the Riemannian Manifold of Positive Definite Matrices
First explicit, parameter-free Hermitian Hamiltonian for the Riemann zeros based on Z/6Z modular arithmetic. Achieves R^2=0.999997 accuracy via Lambert W inversion and proves the existence of arithmetic quantum chaos through a multifractal Spectral Form Factor.
Show Knutson Tao Puzzles for spectra of sums of Hermitian Matrices
Python code that solves the eigensystem associated with Hermitan matrices. Demonstrated by finding the the first few eigenvalues and the corresponding eigenvectors of the aharmonic oscillator Hamiltonian.
Software for computing the inertia of a hermitian Toeplitz-block matrix.
P' L D L' P factorization of symmetric real or hermitian indefinite matrices
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