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This document discusses partial differential equations (PDEs), specifically elliptic PDEs. It describes three main types of PDEs - diffusion/parabolic equations, wave/hyperbolic equations, and Poisson/elliptic equations. For elliptic PDEs like the Laplace, Poisson, and Helmholtz equations, the document outlines how to use finite difference methods to discretize and solve these PDEs numerically, using iterative methods like the successive over-relaxation (SOR) method to compute solutions at interior grid poi

Author

JuanParedesCasas

Language

EN