Numerical analysis and scientific computation = 数值分析与科学计算 /
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ISBN:9787302172741
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简介
《大学计算机教育国外著名教材系列?数值分析与科学计算(影印版)》主要内容:数值分析是培养学生算法意识和能力的基本课程,应从培养学生科学计算能力出发,《大学计算机教育国外著名教材系列?数值分析与科学计算(影印版)》采用数值分析与科学计算并重的思想,重点介绍了方法基本思想以及在MATLAB平台上的使用,其目的在于通过数值实验提高学生的对算法的“鉴赏”能力,使学生熟练使用标准的计算机软件,了解各种算法的优缺点,最终能“拥有”这些算法。书中每小节后面的习题可以使读者加深理解本小节所介绍的基本问题;MATLAB部分介绍了与本小节内容相关的MATLAB命令以及相应的数值实验,使读者通过数值实验获得对科学计算的直观认识;附加题有一定的难度,读者可有选择地完成。
《大学计算机教育国外著名教材系列?数值分析与科学计算(影印版)》结构合理,可读性强,除了可以作为本科高年级或研究生的“数值分析”教材,对以科学计算为工具的科技人员也有很大的参考价值。
目录
1 Nonlinear Equations 11.1 Bisechon and inverse Linear interpolation 1l.2 Newton's Method 1 11.3 The Feed Point Theorem ZIl.4 Quadratic Convenience or~ton's Mettiod 31I.5 vacants of Newton's Method 43I.6 Brent'SMethed 5517 Effects of Finite incision Anthmetic 62l.8 Newton's Method for Systems 73l.9 Broyden's Method 832 Linear Systems goZI Gaussian EI~on with Pallial Pivoting 902.2 The LUDecomposihon 1022.3 The LU boomposition with Pivohng 1132,4 ThectioIests Decomposition 12825 Condition Numbers 1402.6 The QRDecompositioD 1532.7 Householder Triangulanzation and theoR DecompDSition 1652,8 Gram SCh~ OWhogunanzation and theQRDecomnosihon 1772.9 The Singulax Value Decomposition 190vin Contents3 lterative Methods is63] Jarobi and Gauss-Seidel Jteration 1963.2 Sparslty 2083.3 Iterative Refinement 2143.4 Preconditiomng 21935 KryIOV Space Mithods 22636 NamcricaI EgennrobIems 2384 Polynomial Im6rpolation 24741 Lasrange JnterooIating POlynomialS z#742 Piccewl sc Linear intmpolatlon 26 14.3 Cubic SpInies 2744.4 COmmutation of the Cubic Spline COemcients 2845 Numerical Integration 2985.1 Closed Newton Cotes F'ormulas 2985.2 Open Newton-Cotes Formulas and UndetendnedCoefficients 3165.3 GaussianQuaurature 3305.4 tuuss Chetryshev Quactraturc 34255 Radau and LChami Quadrature 3515.6 Adaptivity and Automatic Integtation 3615.7 Ronlberglniegtation 3716 Differential Equations afl61 Numencal Differenhation 3816.2 EuIer's MCthod 3926.3 I]nproved EIIIer's Me~ 4026.4 Analysis offupIicit One Step Mithods 4II6.5 ThyIOr ac Runge-Kutta Methods 4196.6 Adantivity and Styness 42867 Mulh StePMethods 4377 Nonlinear Optimization 4467.1 O]le-Dunensional Searches 4467.2 The Method of Steepest Descent 455COntents IX7.3 Newton Methods for Nonlinear OPhndzation co77.4 Multiple Random Sac Methods 4777.5 DrmctSeedMethods 4857.6 The Nelder-Maal Method 4937.7 COnjugate Dbechon thetheds 5008 Approximation Methods sos8.1 Linear and Nonlinear ~t Squares 5058.2 The Best ^nproxunarmn Problem 51783 Best UnifOTrn Approximation 5258.4 APplications of the Chebyshev Polynomials 538Aff6rwoed 645Answers s49Bibliography s7iIndex s77
Numerical analysis and scientific computation = 数值分析与科学计算 /
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