ergyscokaj

ergyscokaj's Stars

• JuliaLang/julia

  The Julia Programming Language

  Language:Julia46.1k93024.5k5.5k

• DataScienceUB/introduction-datascience-python-book

  Introduction to Data Science: A Python Approach to Concepts, Techniques and Applications

  Language:Jupyter Notebook436573566

• ntnu-tex/beamerthementnu

  A LaTeX beamer theme for presentations in the NTNU corporate design

  Language:TeX5671344

• JuliaManifolds/ManifoldDiffEq.jl

  Differential equations on manifolds

  Language:Julia305104

• THREAD-3-2/flyingspaghetti_vendy

  Velocity-based finite element formulation for nonlinear dynamic analysis of beams

  Language:MATLAB10102

• THREAD-3-2/lie_group_integrators_double_spherical_pendulum

  Lie group integrators applied to the example of the double spherical pendulum

  Language:MATLAB9102

• THREAD-3-2/RKMK_Commutator_free_integrators

  Example on the application of RKMK and commutator free Lie group integrators

  Language:MATLAB9002

• THREAD-3-2/1D_wave_equation

  A variational description of the 1-dimensional wave equation

  Language:MATLAB8002

• THREAD-3-2/example_gni_project

  Python package for geometric numerical integration

  Language:Python8103

• THREAD-3-2/GeometricallyExactString

  Python package for the simulation of a geometrically exact string

  Language:Python8103

• THREAD-3-2/Learning_Hamiltonians

  Python code to learn the Hamiltonian of a mechanical system with neural networks.

  Language:Python8101

• THREAD-3-2/lie_group_time_integrator

  Matlab package for geometric numerical integration on Lie groups

  Language:MATLAB8102

• THREAD-3-2/variable_stepsize_lie_group_integrator

  N-fold 3D pendulum: variable stepsize Lie group integrator

  Language:MATLAB8101

• THREAD-3-2/elec_mech_beam

  Electromechanically coupled beam

  Language:MATLAB7002

• jakobsen/pylie

  A Python package for solving ordinary differential equations evolving on non-linear manifolds.

  Language:Python6200

• davidemurari/NFold3dPendulumLieGroups

  Numerical implementation of the NFold 3D pendulum with RKMK methods

  Language:MATLAB2101

• ergyscokaj/LearningEulersElastica

  Repository with code from the paper "Neural networks for the approximation of Euler’s elastica"

  Language:Jupyter Notebook2100