Schaum's outline of theory and problems of numerical analysis, by Francis Scheid.

Contents : The Newton Formula 6 16 5 4-6 Unequally Spaced Arguments 8 18 9 8-1 Osculating Polynomials 10 110 6 10-1 The Taylor Polynomial 11 111 8 11-1 Numerical Integration 14 114 18 14-1 Gaussian Integration 15 115 22 15-1 lnterpolation 12 112 13 15-12 Singular Integrals 16 116 5 16-1 MinMax Polynomial Approximation 22 122 17 22-3 Supplementary Problems 22 15 22-15 Trigonometric Approximation 24 124 21 24-2 Analogy to Differential Equations 18 1 24-18 Nonlinear Algebra 25 125 27 25-3 Linear Systems 26 126 51 26-1 Linear Programming 27 127 15 27-1 Overdetermined Systems 28 128 7 28-1 Sums and Series 17 117 21 17-1 Difference Equations 18 118 13 18-7 Differential Equations 19 119 35 19-2 Numerical Differentiation 13 113 10 21-13 Differential Problems of Higher Order 20 120 9 21-20 Solved Problems 13 2 29-13 Monte Carlo Methods 30 130 7 30-2 Supplementary Problems 18 11 A-1 Answers to Supplementary Problems A 1A 9 A-9 Copyright