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1031
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445-456 of 506

pyTAMS

A physics-agnostic implementation of the Trajectory-Adataptive Multilevel Splitting (TAMS) algorithm for predicting transition probability in bi-stable dynamic problems.

  • Rare event simulations
  • Python
  • Shell
1
0

python-pcl

Use the industry-standard Point Cloud Library from within Python.

  • Big data
  • High performance computing
  • Python
  • C++
  • Makefile
  • + 2
4
0

PyXenon

Python wrapper for the Xenon programming interface to various compute and storage resources.

  • Python
  • Shell
  • Batchfile
3
0

pyZacros

A Python library to handle Kinetic Monte Carlo codes.

  • Python
  • Shell
2
0

qalcore

Core Library of the Quantum Application Lab

  • python
  • Quantum Computing
  • Jupyter Notebook
  • Python
  • Shell
2
0
Logo for qc2

qc2

Quantum Computing for Quantum Chemistry

  • quantum chemistry
  • Quantum Computing
  • Jupyter Notebook
  • Python
  • Shell
3
0

QMCBlip

QMCBlip allows to couple Quantum Monte Carlo Simulations with Machine Learning Force Fields to accelerate Molecular Dynamics simulations

  • Python
3
0
Logo for QMCTorch

QMCTorch

Use and design neural network ansatz wave function for real-space quantum Monte Carlo simulations of molecular systems.

  • Computational Chemistry
  • GPU
  • High performance computing
  • + 2
  • Python
  • TeX
2
0

quafing

Questionnaire analysis using Fisher Information Non-Parametric Embedding. Explore high-dimensional continuous and discrete questionnaire data sets.

  • Data Analysis
  • python
  • Statistics
  • Python
  • Jupyter Notebook
  • Shell
3
0

Quantum Newton Raphson

The Quantum Newton Raphson package allows to leverage quantum computing routines to accelerate the Newton-Raphson algorithm.

  • Numerical analysis
  • Quantum Computing
  • Python
  • Shell
3
0

qubols

qubols allows to solve linear system using a QUBO approach that can be deployed on quantum annealers

  • Numerical analysis
  • Quantum Computing
  • Jupyter Notebook
  • Python
  • Shell
2
0

qubops

qubops allows to solve polynomial system of equations using a QUBO approach that can be deployed on quantum annealers

  • Numerical analysis
  • Quantum Computing
  • Jupyter Notebook
  • Python
  • Shell
1
0