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Numerical Methods for Scientists and Engineers by Richard Hamming ISBN: 0486652416 Dover Publications Price: $22.95 click here to see this book For this inexpensive paperback edition of a groundbreaking classic, the author has extensively rearranged, rewritten and enlarged the material. Book is unique in its emphasis on the frequency approach and its use in the solution of problems. Contents include: Fundamentals and Algorithms; Polynomial Approximation — Classical Theory; Fourier Approximation — Modern Therory; Exponential Approximation. Table of Contents for Numerical Methods for Scientists and Engineers Preface I Fundamentals and Algorithms 1 An Essay on Numerical Methods 2 Numbers 3 Function Evaluation 4 Real Zeros 5 Complex Zeros *6 Zeros of Polynomials 7 Linear Equations and Matrix Inversion *8 Random Numbers 9 The Difference Calculus 10 Roundoff *11 The Summation Calculus *12 Infinite Series 13 Difference Equations II Polynomial Approximation-Classical Theory 14 Polynomial Interpolation 15 Formulas Using Function Values 16 Error Terms 17 Formulas Using Derivatives 18 Formulas Using Differences *19 Formulas Using the Sample Points as Parameters 20 Composite Formulas 21 Indefinite Integrals-Feedback 22 Introduction to Differential Equations 23 A General Theory of Predictor-Corrector Methods 24 Special Methods of Integrating Ordinary Differential Equations 25 Least Squares: Practice Theory 26 Orthogonal Functions 27 Least Squares: Practice 28 Chebyshev Approximation: Theory 29 Chebyshev Approximation: Practice *30 Rational Function Approximation III Fournier Approximation-Modern Theory 31 Fourier Series: Periodic Functions 32 Convergence of Fourier Series 33 The Fast Fourier Transform 34 The Fourier Integral: Nonperiodic Functions 35 A Second Look at Polynomial Approximation-Filters *36 Integrals and Differential Equations *37 Design of Digital Filters *38 Quantization of Signals IV Exponential Approximation 39 Sums of Exponentials *40 The Laplace Transform *41 Simulation and the Method of Zeros and Poles V Miscellaneous 42 Approximations to Singularities 43 Optimization 44 Linear Independence 45 Eigenvalues and Eigenvectors of Hermitian Matrices N + 1 The Art of Computing for Scientists and Engineers Index * Starred sections may be omitted.

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