chern-number

Here are 3 public repositories matching this topic...

cpoli / tbkit

Build and solve tight-binding models in Python: band structures, band topology (Chern, Z2, higher-order), quantum transport, Floquet and moiré systems, in vectorized NumPy/SciPy, for teaching and research

Updated Oct 5, 2026
Python

prosoftdev999 / gauge-bundle-recovery

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Numerical topology recovery benchmark for reconciling gauge-equivalent eigensolver exports, Wilson loops, affine index mappings, and Chern invariants.

python docker benchmark topology scientific-computing numerical-linear-algebra quantum-geometry eigensolver gauge-theory wilson-loop complex-geometry chern-number

Updated Sep 13, 2026
Python

TaN-MM-Org / hamop

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One tight-binding Hamiltonian, every observable: bands, DOS, optical and Hall conductivity, topology, NEGF transport, magnetic fields and sparse solvers - every physics claim pinned to a closed-form test

python tight-binding computational-physics condensed-matter negf quantum-transport hofstadter kernel-polynomial-method berry-phase kubo-formula chern-number

Updated Sep 30, 2026
Python

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