Numerical MethodsPrentice-Hall Software SeriesPrentice-Hall series in automatic computation, ISSN 2577-9435Series in automatic computation; Germund Dahlquist, Åke Björck; 1974
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Numerical MethodsPrentice-Hall Software SeriesPrentice-Hall series in automatic computation, ISSN 2577-9435Series in automatic computation

av Germund Dahlquist, Åke Björck
Some general principles of numerical calculation; How to obtain and estimate accuracy in numerical calculations; Numerical uses of series; Approximation of functions; Numerical linear algebra; Nonlinear equations; Finite difference with applications to numerical integrations, differentation, and interpolation; Differential equations; Fourier methods; Optimization; The Monte Carlo method and application; Solutions to problems.
Some general principles of numerical calculation; How to obtain and estimate accuracy in numerical calculations; Numerical uses of series; Approximation of functions; Numerical linear algebra; Nonlinear equations; Finite difference with applications to numerical integrations, differentation, and interpolation; Differential equations; Fourier methods; Optimization; The Monte Carlo method and application; Solutions to problems.
Utgiven: 1974
ISBN: 9780136273158
Förlag: Prentice-Hall
Språk: Engelska
Sidor: 573 st
Some general principles of numerical calculation; How to obtain and estimate accuracy in numerical calculations; Numerical uses of series; Approximation of functions; Numerical linear algebra; Nonlinear equations; Finite difference with applications to numerical integrations, differentation, and interpolation; Differential equations; Fourier methods; Optimization; The Monte Carlo method and application; Solutions to problems.
Some general principles of numerical calculation; How to obtain and estimate accuracy in numerical calculations; Numerical uses of series; Approximation of functions; Numerical linear algebra; Nonlinear equations; Finite difference with applications to numerical integrations, differentation, and interpolation; Differential equations; Fourier methods; Optimization; The Monte Carlo method and application; Solutions to problems.
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