Creating a smooth cubic bezier curve that pass through all the prescribed points using Swift and Math.

Introduction to Numerical methods

Solves the tridiagonal linear system Ax = d for x using the tridiagonal matrix algorithm (i.e. the Thomas algorithm).

Implementation of well-known numerical methods.

Introduction to Numerical methods

Computational solution of spitzer-conductivity problem

NUMERICAL METHODS FOR SCIENTIST AND ENGINEERS With Pseudocodes

Boundary value problem for brusselator. Time independent solution.

Small matrix solver

Just for a simple experiment with TDMA (Tridiagonal Matrix Algorithm, aka Thomas algorithm).

Exam project for "Advanced Programming" @ UniTS & SISSA

An implementation of the Thomas Algorithm for efficiently solving Tridiagonal Linear Systems. The solution for the Black-Scholes Partial-Differential Equation is approximated using the Finite Difference Method, generating a Linear System, and the Thomas Algorithm is used to efficiently generate the solution vector.

Thomas algorithm for a banded matrix. If KL = KU = 1 then the solver works similar to TDMA.

Solving the 1D Poisson Equation

Implementation of the Thomas Method and Finite Difference Method to solve differential equations

A solver for a modified poisson equation using cuda.

Computing electrostatic interaction between two spherical particles of perfectly conducting or dielectric material as well as hydrodynamic interaction forces and torques between two spheres moving inside a viscous flow

Runge-Kutta, Adams and Sweep methods to solve differential equations

Tridiagonal Matrix solver for any size of tridiagonal matrix.