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This Introduces the three fundamental types of PDE's -- Elliptic, Parabolic and Hyperbolic and studies the numerical solution of Elliptic Equations
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The sparse matrix formulation is used and iterative approaches -- Jacobi, Gauss Seidel and SOR are defined
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These are motivated by analogies between equilibrium of diffusive equations and elliptic systems
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Parallel Computing is Discussed for Gauss Seidel
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Eigenvalue analysis is used to discuss convergence of methods
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We discuss Multigrid methods at a simple level
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which lists all addon files pointed to in foilset
This is a SINGLE file Containing all Foils in nonIMAGE (i.e. HTML) form
This contains all WebWisdom links preceded by those referenced in this foilset
This contains an Index of Foilset Suitable for Printing (There is no easy way of Printing
all foils -- just the index)
This just contains Title of Foilset and Links
