Below you can find a list of the scientific tools that I have written, most of them still under development. They can be used to study a variety of problems based on certain types of Hamiltonians.
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DMFT Self-consistent scheme
Decorated Lattices
2D Decorated lattices are the ideal platform to study correlation effect in the flat band systems. A python implementation to calculate non-interacting band structure and LDOS has been implemented here
Quantum-Spin Hall states
This python module calculates the topological invariant of 2-dimensional quantum hall systems in a computationally efficient way. Additionally, it also gives the edge states. Bulk boundary correspondence can be verified.
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