Basic numerical methods implemented in FORTRAN

Euler equations unstructured solver using kinetic flux vector splitting (KFVS) scheme

Lightweight, standalone set of common linear algebraic operations for vectors and matrices.

Numerical Analysis Problems and Solutions

Matrix function for PSBLAS

[WIP] Numerical methods implemented in Fortran.

Implementation of the 1D scheme for Poisson equation, described in the paper "A Cartesian Grid Embedded Boundary Method for Poisson's Equation on Irregular Domains", by Hans Johansen and Phillip Colella, JOURNAL OF COMPUTATIONAL PHYSICS 147, 60–85 (1998).

Andromeda is a Boundary Element Method based code, which solves the Laplace and Stokes partial differential equations in 3D.

Implement finite volume scheme to solve the Laplace equation (3.4), page 33 of "Finite Volume Methods", by Robert Eymard, Thierry Gallouet, and Raphaele Herbin. The link of the book: https://www.cmi.univ-mrs.fr/~herbin/PUBLI/bookevol.pdf

My fortran code snippets

Massively Parallel Semiconductor Device Simulation using Quantum Monte-Carlo

Numerical Analysis

free-form exploration

Some numerical analysis algorithms for integration and interpolation.

A translation of part of SLATEC to C++, enough to compute Bessel functions of complex arguments.

Numerical methods and Physics problem and solution with FORTRAN

Personalised FAST codes based on FAST v8 with the implementation of TRD

Assignments of the subject Numerical and Matrix Analysis of the degree in Mathematics at the University of Santiago de Compostela (USC). Course 2018/2019

An idea for solving a given numerical integration using 3 methods. Trapezoid method, Romberg algorithm matrix and a Newton Cotes 4-point Simpson's Rule method