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As an everyday reference, Approximation Techniques for Engineers presents a collection of methods that provide an approximate result for engineering computations. Divided into two parts, this book begins with the classical iteration methods, followed by spline interpolations and least-square approximations. It also discusses various approximations of functions as well as their numerical differentiation and integration. The second part covers topics ranging from the solutions of algebraic equations and linear and nonlinear systems to eigenvalue problems and initial- and boundary-value problems. Both parts emphasize the logical thread and common principles of the approximation techniques.

Approximation theory. --- Engineering --- Approximation methods.

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Fluid mechanics --- Numerical analysis --- Approximation methods

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Earthquake resistant design. --- Earthquake engineering --- Structural analysis (engineering) --- Approximation methods --- Earthquake engineering --- Structural analysis (engineering) --- Approximation methods

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Wavelets (Mathematics) --- 517.988 --- Wavelet analysis --- Harmonic analysis --- Nonlinear functional analysis and approximation methods --- 517.988 Nonlinear functional analysis and approximation methods --- Analyse harmonique --- Analyse de fourier --- Ondelettes

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Mathematical control systems --- Functional analysis --- Analyse fonctionnelle --- Nonlinear functional analysis --- 517.988 --- Nonlinear theories --- Nonlinear functional analysis and approximation methods --- Nonlinear functional analysis. --- 517.988 Nonlinear functional analysis and approximation methods --- Analyse convexe --- Analyse fonctionnelle non linéaire --- Programmation (mathématiques)