Christian B. Mendl (@cmendl)
  • Stars
    star
    159
  • Global Rank 146,726 (Top 6 %)
  • Followers 112
  • Following 13
  • Registered about 10 years ago
  • Most used languages
    Mathematica
    52.9 %
    Python
    17.6 %
    C
    11.8 %
    MATLAB
    11.8 %
  • Location 🇩🇪 Germany
  • Country Total Rank 7,737
  • Country Ranking
    Mathematica
    4
    MATLAB
    605
    Python
    2,508
    C
    3,048

Top repositories

1

pytenet

Python implementation of quantum tensor network operations and simulations: matrix product states and operators, TDVP time evolution, support for quantum numbers, ...
Python
53
star
2

hubbard-dqmc

Determinant quantum Monte Carlo applied to the Hubbard model
Mathematica
37
star
3

LBM-classic

C implementation of the classical lattice Boltzmann method (LBM) using the D2Q9 and D3Q19 models
Mathematica
31
star
4

tensor_networks

C implementation of tensor networks for quantum simulations: matrix product states and operators, time evolution (using Trotter splitting), ... Reference implementation for testing using Mathematica
Mathematica
15
star
5

reinforcement-learning-course

Mini-course on reinforcement learning
Jupyter Notebook
5
star
6

fermifab

FermiFab toolbox for fermionic many-particle quantum systems
C
4
star
7

inhom-quantum-boltzmann-fourier-matlab

Spatially inhomogeneous matrix-valued quantum Boltzmann equation using Fourier transformation (Matlab implementation)
MATLAB
2
star
8

matrix-quantum-boltzmann-1D

Matrix-valued quantum Boltzmann equation for the nonintegrable Hubbard chain
Mathematica
2
star
9

ternary_unitaries

Simulation and visualization of ternary unitary networks, implemented in Python/NumPy
Python
2
star
10

fermi_relations

Fermionic algebra relations
Python
2
star
11

fluct-hydro-chains

Nonlinear fluctuating hydrodynamics for anharmonic chains
Mathematica
1
star
12

irredLS

Irreducible angular momentum and spin eigenspaces on atomic subshells
Mathematica
1
star
13

quantum_game

Quantum game prototype
Mathematica
1
star
14

multigrid

Multigrid implementation using Matlab
MATLAB
1
star
15

quantum-dot

Quantum dots in two dimensions and the "strictly correlated electrons" (SCE) framework
C
1
star
16

hardpoint-systems

Molecular dynamics simulations of classical anharmonic hard-point particle chains
Mathematica
1
star
17

Toda-domainwall

Mathematica code for "High-low pressure domain wall for the classical Toda lattice" with Herbert Spohn (https://arxiv.org/abs/2011.11008)
Mathematica
1
star