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Contents and Introduction. t2 s+ b- O- ^ M: c
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& f* L# g* I1 W/ ]% f5 k Chapter 1: Introduction and Fundamental Concepts " E, ?, f* w* o
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Chapter 2: The Numerical Methods for Linear- m2 x& x2 D5 ] q l L, v
Equations and Matrices
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Chapter 3: Polynomial Approximation, Interpolation, and Orthogonal Polynomials
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Chapter 4: Numerical Evaluation of Derivatives and Integrals $ {8 u) |/ ]$ e' A
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$ a- r8 ]* L" e) ` Chapter 5: Numerical Solution of Differential and Integral Equations 9 v8 f) w4 i; b4 }, M
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Chapter 6: Least Squares, Fourier Analysis, and Related Approximation Norms ! d6 Y( {+ l0 u3 S' M) U5 A
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Chapter 7: Probability Theory and Statistics % }8 U7 R6 W, [$ X- s& C$ D
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. f; p0 K) G% ` d4 R% p Chapter 8: Sampling Distributions of Moments, Statistical Tests, and Procedures
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/ Y* F, T4 q, D* U9 C' n Index ; ` H v& d5 y7 _9 A2 m+ i6 Q
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