The scientific computing Introduction: MATLAB-based numerical analysis (second edition) in the United States. Koichiro Nakamura(Chinese Edition)(Old-Used)

Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Paperback. Pub Date :2002-06-01 Publisher: Electronic Industry Press Condition: Genuine used .85-9 into a new stock position: No. 8. the Treasury - the National People's Congress of Electronic Science Gorges Basic information title: Scientific Computing Introduction: Based on MATLAB Numerical Analysis (Second Edition) List Price: 34.00 yuan price: $ 10. saves you 24 yuan discount: 29% off of: beauty. Nakamura Koichiro book Liang Heng translated Press: Electronics Industry Publishing Date: 2002-6-1ISBN: 9787505376410 words: Page: Revision: Binding: Folio: Editor's Choice SUMMARY book is the latest version of MATLAB as a platform to introduce numerical analysis and graphical visualization. The content involving MATLAB. the mathematical basis of the numerical analysis. numerical methods in engineering. science and mathematics. as well as MATLAB drawing four parts. The book focuses on the ideas and principles of the numerical method and illustrates its results. as far as possible to avoid a deep mathematical theory and too complicated algorithmic details help readers more effectively take advantage of the powerful features of MATLAB. to deal with the problem of scientific computing . The book can serve as a science and engineering undergraduate Reference Manual calculation methods course textbook or reference book can also be used as a scientific and technical personnel of MATLAB. Catalog Chapter 1 MATLAB the entry 1.1 calculated before you 1.2 how the calculation 1.3 branch structure 1.4 loop structure forend and whileend1.5 read and write 1.6 array variable 1.7MATLAB unique characteristics of digital 1 the .8 MATLAB mathematical functions 1.9 of functions 1.10 how the the M file development program 1.11 to write function 1.12 save and load data 1.13 hard copy Exercises Chapter 2 MATLAB drawing 2.1 the simple drawing 2.2 graphics the interactive editing 2.3 the Print and recording graphics 2.4 draw a two-dimensional function graphics 2.5 triangular mesh and contour 2.6 curve grid and contour 2.7 plotted surfaces 2.8MATLAB drawing board the the interactive graphics capabilities 2.10M file 2 9 Exercises Chapter 3 Linear Algebra 3.1 matrix and vector 3.2MATLAB matrix and vector operations 3.3 inverse matrix 3.4 linear equations 3.5 unsolvable problem of 3. the eigenvalue the the determinant 3.7 pathological problems 3.8 Gaussian Elimination Act 3.9GaussJordan. elimination and matrix inversion 3.10LU decomposition 3.11 iterative method 3.12 matrix Exercises Chapter 4 polynomial interpolation 4.1 About The polynomial the MATLAB command 4.2 linear interpolation 4.3 error 4.6Lagrange do the polynomial the interpolation 4.4Lagrange interpolation polynomial 4.5 interpolation polynomial interpolation formula using the power series differential and integral the interpolation 4.7Chebyshev point 4.8 cubic Hermite interpolation 4.9 dimensional interpolation 4.10 transfinite interpolation 4.11M file Exercises Chapter 5 numerical integrator 5.1 the trapezoidal method 5.2 Simpson 5.3 quadrature formula 5.4 About the integral limits unbounded integrand singularity numerical integration method 5.4.1 the composite trapezoidal quadrature formula use 5.4.2 5.4.3 double exponential transform the exponential transform integral 5.5MATLAB command 5.6 two-dimensional region the numerical integration 5.7M on file Exercises Chapter 6 Numerical Differentiation 6.1 Interpolation polynomial derivative 6.2 difference approximation 6.3Taylor the expansion method 6.4 automatically derivation algorithm 6.4.1 the to algorithm 16.4.2 algorithm 26.5 difference approximation of partial derivatives Higher Derivatives in 6.6 numerical calculation file 6.7 KG * 9M Exercises Chapter 7 nonlinear equation Root 7.1 graphical method 7.2 dichotomy 7.3 Newton iterative method 7.4 the secant 7.5 successive the substitution method of 7.6 of nonlinear equations 7.7M file Exercise.