Density-functional toolkit

Computing reachable states of dynamical systems in Julia

Fatou sets in Julia (Fractals, Newton basins, Mandelbrot)

[DEPRECATED] Statistics & Numerical algorithms implemented in Julia.

数値計算100本ノック

Adaptive P/ODE numerics with Grassmann element TensorField assembly

Julia programs which compute the Feigenbaum constants

Fractional order systems toolbox in Julia.

Direct solution of the Chemical Master Equation in Julia.

NeuralFieldEq.jl: An efficient solver to compute Neural Field Equations in several scenarios

Multigrid iterative solver for a PDE problem

Toolkit for studying numerical analysis and floating point algebra round-off

Utility package for visualizing the Gerhsgorin discs of a matrix.

Direct optimisation of BPX preconditioners

Some numerical methods in Julia

Lyapunov Cycle Detector is a collection of algorithms destined to study the basins of attraction of rational maps (that is, the Fatou and Julia sets). In particular, the main focus of LCD is in the detection of attracting n-cycles of said rational map and in computing its basins.

A collection of `Pluto.jl` notebooks on Numerical Linear Algebra.

Stable Approximation of Waves

Numerical analysis

Particle methods for 1D conservation laws