Algorithms
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Some on Computer Algebra, Monte Carlo, Numerical Integration, ODE Solvers, Nonlinear Systems, Optimization
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Significant Material (total 14) on basic Iterative PDE Solvers (Conjugate Gradient etc.) and Numerical Linear algebra/Matrix Systems
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None listed in advanced PDE Solvers such as domain decomposition, AMR, Multigrid etc.
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A very few applications covered in detail
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CSEP has nice digital text with 5 applications -- Ocean Models, Nonlinear dynamics, Seismic Waves, Monte Carlo Transport, Bioelectric Fields
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NPAC has "Case Studies" in CFD, Data Analysis , Numerical Relativity, Statistical Physics
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For instance Chemistry not covered
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