## Numerical solution of PDE:s, Part 3: 2D diffusion problem

In the earlier posts related to PDE numerical integration, I showed how to discretize 1-dimensional diffusion or heat conduction equations

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# Category: Computing

## Numerical solution of PDE:s, Part 3: 2D diffusion problem

In the earlier posts related to PDE numerical integration, I showed how to discretize 1-dimensional diffusion or heat conduction equations

## Numerical solution of PDE:s, Part 2: Implicit method

## Numerical solution of PDE:s, Part 1: Explicit method

## Some things about iterative sequences

## Random Numbers in Computation

In the previous blog post, I showed how to solve the diffusion equation using the explicit method, where the equation

In this post and a few ones following it, I will show how to write C++, Fortran or R-Code programs

How would one, using only pen and paper, construct a sequence of rational numbers that approaches the number ? This

When doing numerical simulations on a computer, there is often a need for “random” numbers, The most important application where