Elementary Numerical Analysis An Algorithmic Approach:

 
9780070607422: Elementary Numerical Analysis An Algorithmic Approach:

McGraw-Hill International Student Edition, by S.D. Conte, copyright 1965. Bought new by present owner as a set text for a University degree in Mathematics for what was in 1969 an extortionate sum, and read as little as possible. Very clean, no interior markings, slight page edge foxing as befits age. Slight shelf wear involving small impress marks, otherwise excellent. NOTE cover is in the 60's style! Dispatched from UK.

"synopsis" may belong to another edition of this title.

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Book Description Tata McGraw-Hill Education Pvt. Ltd., 2005. Softcover. Book Condition: New. 3rd edition. This boo is concerned with the practical solution of problems on computers. In the process of problem solving, It is possible to distinguished several more or less distinct phases. The first phase is Formulation. In formulating a mathematical model of a physical situation, scientists should take into account beforehand the fact that they except to solve a problem on a computer. They will therefore provide for specific objectives, proper input data,adequate checks, and for the type and amount of output. Table of contents: Chapter 1 Number Systems and Errors Chapter 2 Interpolation by Polynomial Chapter 3 The Solution of Nonlinear Equations Chapter 4 Matrices and Systems of Linear Equations Chapter 5 Systems of Equations and Unconstrained Optimization Chapter 6 Approximation Chapter 7 Differentiation and Integration Chapter 8 The Solution of Differential Equations Chapter 9 Boundary Value Problems Appendix: Subroutine Libraries References Index Printed Pages: 448. Bookseller Inventory # 18398

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Book Description Tata McGraw-Hill Education Pvt. Ltd., 2005. Softcover. Book Condition: New. 3rd edition. This boo is concerned with the practical solution of problems on computers. In the process of problem solving, It is possible to distinguished several more or less distinct phases. The first phase is Formulation. In formulating a mathematical model of a physical situation, scientists should take into account beforehand the fact that they except to solve a problem on a computer. They will therefore provide for specific objectives, proper input data,adequate checks, and for the type and amount of output. Table of contents: Chapter 1 Number Systems and Errors Chapter 2 Interpolation by Polynomial Chapter 3 The Solution of Nonlinear Equations Chapter 4 Matrices and Systems of Linear Equations Chapter 5 Systems of Equations and Unconstrained Optimization Chapter 6 Approximation Chapter 7 Differentiation and Integration Chapter 8 The Solution of Differential Equations Chapter 9 Boundary Value Problems Appendix: Subroutine Libraries References Index Printed Pages: 448. Bookseller Inventory # 18398

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