Creating a smooth cubic bezier curve that pass through all the prescribed points using Swift and Math.
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Jun 24, 2022 - Swift
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thomas-algorithm
Here are 22 public repositories matching this topic...
Introduction to Numerical methods
python interpolation numpy scipy numerical-methods gauss-elimination linear-interpolation thomas-algorithm jacobi-iteration spline-interpolation polynomial-interpolation tridiagonal-matrix-solver
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May 16, 2020 - Python
Solves the tridiagonal linear system Ax = d for x using the tridiagonal matrix algorithm (i.e. the Thomas algorithm).
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Oct 23, 2022 - MATLAB
Implementation of well-known numerical methods.
euler gauss-elimination newtons-method gauss-jordan simpson-rule thomas-algorithm crank-nicolson lagrange-interpolation backward-euler lu-factorisation fixed-point-iteration secant-method newtons-divided-difference-approach cubic-spline-interpolation gauss-seidel-iteration least-squares-curve-fitting improved-euler forward-time-centre-space ftcs-explicit ftcs-implicit
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Aug 8, 2021 - Python
Introduction to Numerical methods
python interpolation numpy pygame scipy numerical-methods gauss-elimination iterative-methods seidel linear-interpolation cholesky-decomposition thomas-algorithm jacobi-iteration spline-interpolation polynomial-interpolation tridiagonal-matrix-solver
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May 16, 2020 - Python
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Sep 11, 2019 - Cuda
Computational solution of spitzer-conductivity problem
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Mar 29, 2026 - Jupyter Notebook
NUMERICAL METHODS FOR SCIENTIST AND ENGINEERS With Pseudocodes
numerical-integration eigenvalues odes quadrature-integration least-square-regression matrix-inversion cholesky-decomposition thomas-algorithm ill-conditioned-systems adaptive-integration operations-with-matrices elementary-matrix-operations gauss-jordan-method triangular-systems naive-gauss-elimination ill-conditioned-matrices doolittle-lu-decomposition banded-linear-systems two-point-boundary-value-problems
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May 20, 2025 - Mathematica
Welcome! This repo offers simple Fortran 95 examples for key algorithms and numerical methods. Learn with Plato IDE and FTN95. For more, check out my YouTube tutorials!
fortran scientific-computing numerical-methods gaussian-elimination fortran95 thomas-algorithm cpu-time geometric-series factorial-calculator fortran-examples plato-ide ftn95
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May 31, 2026
Implicit finite-difference scheme for the Black-Scholes PDE (European call pricing), with Thomas vs SciPy solve_banded benchmark and convergence analysis
python partial-differential-equations quantitative-finance finite-difference thomas-algorithm options-pricing implicit-scheme
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Jun 11, 2026 - Python
Boundary value problem for brusselator. Time independent solution.
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May 14, 2023 - Jupyter Notebook
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
gauss-elimination hydrodynamics gauss-seidel tdma thomas-algorithm hydrodynamic-interactions tridiagonal-matrix-algorithm microhydrodynamics bispherical-coordinates bipolar-coordinates improved-superposition-method jeffrey-onishi
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May 7, 2026 - Fortran
Thomas algorithm for a banded matrix. If KL = KU = 1 then the solver works similar to TDMA.
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Sep 2, 2022 - Fortran
Solving the 1D Poisson Equation
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Nov 15, 2025 - C++
Just for a simple experiment with TDMA (Tridiagonal Matrix Algorithm, aka Thomas algorithm).
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Mar 26, 2022 - Go
Exam project for "Advanced Programming" @ UniTS & SISSA
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Apr 20, 2026 - C++
A solver for a modified poisson equation using cuda.
cpp cuda gpgpu finite-difference poisson-equation pgc thomas-algorithm preconditioned-conjugate-gradient
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Jun 30, 2018 - C++
A high-performance Python library for pricing options. The core C++ engine approximates the Black-Scholes PDE using the Crank-Nicolson method and solves the resulting tridiagonal system in O(N) time via the Thomas Algorithm.
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May 6, 2026 - C++
C++ implementation of finite difference and shooting methods (with RK4) for linear BVPs, plus Newton's and secant methods for nonlinear BVPs, with L₁, L₂, and L∞ error estimation via grid refinement.
python cpp makefile numpy data-visualization ode scientific-computing matplotlib ordinary-differential-equations numerical-methods runge-kutta newtons-method bvp error-analysis thomas-algorithm finite-difference-method shooting-method boundary-value-problem secant-method tridiagonal-solver
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Jul 9, 2026 - C++
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