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Author's implementation of SIGGRAPH 2023 paper, "A Practical Walk-on-Boundary Method for Boundary Value Problems."
List of calculation exercises I solved ⏳📝
Author's implementation of SIGGRAPH 2024 paper, "Velocity-Based Monte Carlo Fluids"
Dense Matrix Market
NeuralFieldEq.jl: An efficient solver to compute Neural Field Equations in several scenarios
A generic solver for Ornstein-Zernike equations from liquid state theory
Complex package for smart integral solving.
A toolbox for solving integral-related problems on (IFS-based) fractals.
🎓Laboratory works Bashkir State University by subject the Numerical Analysis
FFT-VI code for eddy currents problems
Python solver for Fredholm integral equation of the first kind.
Implementation of numerical analysis algorithms in python & M (octave/matlab).
Brief notes on Monte Carlo path tracing, explaining the mathematics behind it so that it can be implemented in any programming language.
Produces numerical solution for integral equations of the type Z(t)=z(t) + \int_0^t f(y, Z(t-y)) dG(y).
A set of utilities for obtaining a Born cross section using visible cross section data
Integral equation method for Topology Optimization
Several Integral method in c++ such as: Trapezoid, Boole, Simpsons, et al
Using AI and numerical integration to solve mathematical problems
Theoretical substantiation and applied implementation of solving Dirichlet-Neumann boundary value problem for Laplace equation.
APPM 4660 Intermediate Numerical Analysis II final project [Spring 2021].
repo for masterthesis on monte carlo for linear ODEs
Helmholtz Equation Solution using .net/c#
CUDA-based library for integration of Newtonian potential and its gradient
Visualisation of movement of center of mass using pyplot.
A library of functions to solve Fredholm integral equation of the first kind and Abel integral equation.
Various algorithms, without explanation of their work
Library for Differential Calculus
Script, demo e codice ausiliario per “Soluzione numerica di equazioni integrali di Fredholm su domini poligonali”
Housing useful resusable equations and formulas in calculus, discrete mathematics, and linear algebra.