topological-insulators

Scientific Python package for solving Slater Koster tight-binding topological hamiltonian

StraWBerryPy (Single-poinT and local invaRiAnts for Wannier Berriologies in Python) is a Python package to calculate topological invariants and quantum-geometrical quantities in non-crystalline topological insulators

Une synthèse transdisciplinaire unifiant la thermodynamique de Fisher-Ruppeiner, la cohomologie des faisceaux et la biologie quantique. Le framework modélise la conscience comme une interaction entre la courbure critique de l'information et l'intégration topologique des champs.

Kwant - Theory and Practice: an executed course on quantum transport with Kwant 1.5 - twelve chapter notebooks from the Schroedinger equation to topological matter, two solved-exercises notebooks, an undergraduate course deck, and a Windows installer

Proof-of-concept architecture for Topotronics: a programmable hardware platform where Geometry acts as an active causal operator (AGP) to generate quantum phenomena, Majorana fermions, and magnetic monopoles

AI-agent skill, verified toolkit, fully executed notebooks and an undergraduate course for PythTB 2.0 - tight-binding models, Berry phases, topological invariants

A collection of programs and scripts to solve and analyze the Kane-Mele-Hubbard model in a variety of (static and dynamical) mean-field settings

Interactive real-space visualization suite for topological insulators, the Bott index, and spectral localizer physics.

Topological diagnostics for discrete-time quantum walks on non-orientable surfaces (Möbius band, Klein bottle) — Floquet operators, chiral winding numbers, and Z₂ invariants, with a PennyLane circuit backend.

Azuro-Sphaera: An AI-driven 3D Digital Twin and Gaussian Process engine for Inverse Material Design, testing extreme system stability via the W = D - T theorem

Theoretical and numerical study of the Su–Schrieffer–Heeger (SSH) model, including band structure, topological invariants, edge states, and chiral symmetry using Python and LaTeX.

Un cadre théorique unifiant l'électrification de contact, la frustration géométrique et les états électroniques exotiques (cristaux de Wigner, phases de pinball) pour la prochaine génération de nanogénérateurs et d'informatique topologique.

Une théorie unifiée de l'électrification de contact régie par la frustration géométrique et les états électroniques exotiques (Wigner/Pinball)

Create spatial maps of electronic features from large sets of SmB6 ARPES data

Architecture réseau post-Von Neumann fusionnant le routage biologique du Physarum, la géométrie hyperbolique et la synchronisation par cristaux temporels pour l'informatique exotique

Adaptive second Chern phase diagrams for the 4D lattice Dirac model.