MPI, Linear Algebra using MPI, Finite Difference methods using MPI, GPU (OpenCL and CUDA), Stochastic Simulations; Lattice Boltzman - multiphase simulation using GPU; Scientific Computing.
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Updated
Dec 15, 2017 - C
MPI, Linear Algebra using MPI, Finite Difference methods using MPI, GPU (OpenCL and CUDA), Stochastic Simulations; Lattice Boltzman - multiphase simulation using GPU; Scientific Computing.
Solving the advection differnetial equation using the finite diference method.
A web app solving Poisson's equation in electrostatics using finite difference methods for discretization, followed by gauss-seidel methods for solving the equations. Dirichlet conditions and charge density can be set.
Solving partial differential equations using finite difference methods on Julia.
Principais códigos criados durante o projeto de iniciação científica (no CEFET-MG), sob a tutoria do profº Drº Luis Alberto D'Afonseca, que abordou a comparação de dois métodos de modelamento da propagação de ondas em meios não-homogêneos.
Finite-Difference Approximations to the Heat Equation. Implementation of schemes: Forward Time, Centered Space; Backward Time, Centered Space; Crank-Nicolson.
QunatNet C++ in Finanace Cerfitcate Final Project
A simple C++ library for numerical differentiation
A 1D heat conduction solver using Finite Difference Method and implicit backward Euler time scheme
Finite-difference solution to 1D viscid Burger's equation
Códigos criados para o projeto de iniciação científica (em desenvolvimento), desenvolvido no CEFET-MG, sob tutoria do profº Drº Luis Alberto D'Afonseca, sobre a implementação de métodos de paralelização da resolução numérica da equação da onda pelo método de diferenças finitas. As ferramentas a serem abordadas, em princípio, são OpenMP, MPI e Pt…
Final Year Project : Numerical Method for Solving Elliptic Equation by Using Difference Discretization Scheme and Comparing Basic Iterative Solution with Graphical User Interface (GUI)
Solve 1D Heat Equation by using Finite Difference Method and Crank Nicholson Method in MATLAB.
Derivatives by finite differences in Racket
This file includes the code I've written for the course Numerical Method in finance, Stochastic Calculus in Spring 2020.
Solves Navier-Stokes equations for the 2D cavity flow using vorticity-stream function formulation
Utilization of finite difference methods for the purpose of pricing European-style options
Course work of computational fluid dynamics from UMich.
First topic of the advanced-lab-course in summer term 2020. We want to simulate and visualize a cavity flow via the famous Navier-Stokes equations using the finite difference method.
Solver for basic PDEs in C++.
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