Codes for Majorana zero modes identification in non-interacting systems

Using TeNPy to simulate Kitaev Ladders. This will be part of my PSI essay work.

kitaev_clusters: Python package for Exact Diagonalization of the Kitaev honeycomb model. Efficient construction and diagonalization of extremely large sparse matrix Hamiltonians.

Cadre théorique unifié et falsifiable explorant la frustration géométrique, les phases topologiques (Liquides de Spin de Kitaev) et la thermodynamique multifractale dans les milieux quasi-périodiques régis par le Nombre d'Or ($\phi$)

Multiple edge zero modes demonstration on NNN Kitaev chain model.

Study of how local flux variations on a Kitaev lattice affect global fermionic parity — searching for an underlying topological rule.

Original code for the "Effect of interatomic repulsion on Majorana zero modes in a coupled quantum-dot--superconducting-nanowire hybrid system", Phys. Rev. B paper.

Kitaev model in the topological quantum matter regime for a one-dimensional spinless fermion model of p-wave superfluidity provides the theoretical basis for the existence of Majorana zero modes at the extremities of a finite chain. The objective of this simulation is to provide a visual representation.

Exploration des principes mathématiques derrière la frustration géométrique et ses applications en science des matériaux et au-delà.