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 23 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
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
Computational solution of spitzer-conductivity problem
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Mar 29, 2026 - Jupyter Notebook
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
Solving the 1D Poisson Equation
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Nov 15, 2025 - C++
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
Exam project for "Advanced Programming" @ UniTS & SISSA
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Apr 20, 2026 - C++
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
Just for a simple experiment with TDMA (Tridiagonal Matrix Algorithm, aka Thomas algorithm).
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Mar 26, 2022 - Go
C++ implementation of finite differenc 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++
Implementation of the Thomas Method and Finite Difference Method to solve differential equations
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Apr 15, 2026 - Python
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++
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