Computational Mathematics
Author: B. P. Demidovich; I. A. Maron
Added by: mirtitles
Added Date: 2021-05-23
Subjects: mathematics, programmes, monte-carlo method, approximate numbers, continued fractions, computations, functionsm, solutions. algebraic equations, transcendental equations, newton's method, convergence of series, matrix algebra, systems of linear equations, linear vector spaces, eigenvalues, eigenvectors, matrices, non-linear equations, interpolation, approximate differentiation, approximate integration
Collections: mir-titles, additional collections
Pages Count: 300
PPI Count: 300
PDF Count: 1
Total Size: 280.71 MB
PDF Size: 24.59 MB
Extensions: epub, pdf, gz, html, zip, torrent
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Description
This text makes wide use of matrix calcu]us. The concepts of a vector, matrix, inverse matrix, eigenvalue and eigenvector of a matrix, etc. are workaday tools. The use of matrices offers a number of advantages in presenting the subject matter since they greatly facilitate an understanding of the development of many computations. In this sense a particular gain is achieved in the proofs of the convergence theorems of various numerical processes. Also, modern high-speed computers are nicely adapted to the performance of the basic matrix operations.
For a full comprehension of the contents of this. book, the reader should have a background of linear algebra and the theory of linear vector spaces. With the aim of making the text as self-contained as possible, the authors have included all the necessary starting material in these subjects. The appropriate chapter~ are completely independent of the basic text and can be omitted by readers who have already studied these sections.