Efficient parallel quantum chemistry DMRG in MPO formalism
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Updated
Apr 9, 2026 - C++
Efficient parallel quantum chemistry DMRG in MPO formalism
Code for exact diagonalization of BoseHubbard hamiltonian
DSQSS -- Discrete Space Quantum System Solver
Gutzwiller state for the Bose-Hubbard model, with complex and site-dependent coefficients
Ground state properties of the two-component Bose-Hubbard model in 1D; quantum droplets; Tensor Networks; MPS
C++17 toolkit to study the static properties of discrete quantum systems.
Libraries for several quantum stuff.
Bose-Hubbard and extended Bose-Hubbard model DMRG calculations and classification of phases.
Code relative to the course "Condensed Matter"
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