Environment for in-browser modeling with ordinary differential equations.
Tools for solving initial value problem for ordinary differential equations
A library for solving differential equations in JavaScript
Integrate a system of Ordinary Differential Equations using the Fifth Order Adaptive Cash-Karp method
Numerical integrators for ordinary differential equations in asm.js
Solvers for ordinary differential equations.
CSL style for Journal of Differential Equations
Euler's Method Differential Equations Solver
NPM package for approximating differential equations (using Euler's method)
A simple package containing methods for numerical integration of systems of differential equations.
CSL style for Differential Equations and Dynamical Systems
Equation.js is a node.js library that can solve any kind of equation including functional equations and even differential equations!
CSL style for Journal of Dynamics and Differential Equations
CSL style for Stochastic Partial Differential Equations: Analysis and Computations
CSL style for Nonlinear Differential Equations and Applications NoDEA
Numerical solution of ordinary differential equations.
CSL style for Calculus of Variations and Partial Differential Equations
JavaScript library that provides methods to solve Ordinary Differential Equations (ODEs)
Incremental View Maintenance for TanStack DB based on Differential Dataflow
Ernst Hairer's ODEX nonstiff ODE solver in JavaScript
Wobble is a tiny spring simulation library based on the equations of motion governing damped harmonic oscillators.
Terminal User Interface library with differential rendering for efficient text-based applications
Parser to convert mhchem syntax to LaTeX syntax, for downstream inclusion in MathJax, KaTeX and similar projects.
Chi-squared distribution entropy.
A Rust library for solving differential equations.
Derives proc macros for the differential-equations crate
A toolbox of numerical differential equation solvers written in pure Ruby. Currently there are multiple methods available to solve initial value ODEs (Dormand-Prince, Forward Euler, 2nd order Adams-Bashforth), boundary value ODEs (Linear Finite Element Galerkin), 2D Poisson's equation (5-point Laplacian), and the 1D advection equation (Upwind, Lax-Friedrichs, Leapfrog, Lax-Wendroff).
numerical solution for ordinaray differential equations
This gem allows to do simulation runs of systems of ordinary differential equations of one independent variable using numerical Runge-Kutta methods for approximation. Contains some features like calculation of separate additive terms of the differential equations, calculation of custom expressions and logging and printing runs to csv files, which engineers may find convenient.
numerical solution for simultaneous ordinaray differential equations
numerical solution for partial differential equations
Provenance-tracked, tier-enforced, neuromorphic-ready differential equation library.
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