BookWare Companion Problems Book
Basic Probability Topics Using MATLAB
Published on 1. October 1994
Book
Mixed media product
216 pages
978-0-534-94536-7 (ISBN)
Description
MATLAB-based procedures and functions carrying out computations in basic probability is contained in this pack of book and accompanying disk. A compatible disk contains M-files with scripts for the functions and procedures employed and relevant data for some of the problems and solutions to the reinforcement problems. With the burden of computation removed, students concentrate on the underlying model, problem formulation, strategies of solution and the interpretation of results.
MATLAB-based procedures and functions carrying out computations in basic probability is contained in this pack of book and accompanying disk. A compatible disk contains M-files with scripts for the functions and procedures employed and relevant data for some of the problems and solutions to the reinforcement problems. With the burden of computation removed, students concentrate on the underlying model, problem formulation, strategies of solution and the interpretation of results.
MATLAB-based procedures and functions carrying out computations in basic probability is contained in this pack of book and accompanying disk. A compatible disk contains M-files with scripts for the functions and procedures employed and relevant data for some of the problems and solutions to the reinforcement problems. With the burden of computation removed, students concentrate on the underlying model, problem formulation, strategies of solution and the interpretation of results.
More details
Language
English
Place of publication
London
United States
Publishing group
Cengage Learning, Inc
Target group
College/higher education
Illustrations
Illustrations
Dimensions
Height: 235 mm
Width: 184 mm
Weight
408 gr
ISBN-13
978-0-534-94536-7 (9780534945367)
Copyright in bibliographic data is held by Nielsen Book Services Limited or its licensors: all rights reserved.
Schweitzer Classification
Content
Part 1 Ordinary differential equations: first order differential equations; second order differential equations; the laplace transform; series solutions; numerical approximation of solutions; sturm-liouville theory, eigenfunction expansions and special functions. Part 2 Vectors and linear algebra: vectors and vector space; matrices, determinants and systems of linear equations; eigenvalues and diagonalization. Part 3 Systems of differential equations and qualitative methods: linear systems of differential equations; nonlinear differential equations and qualitative methods. Part 4 Vector analysis: vector differential calculus; vector integral calculus. Part 5 Fourier analysis and boundary value problems: fourier series and integrals; fourier transforms; partial differential equations and boundary value problems. Part 6 Complex analysis: complex numbers and complex fractions; complex integration; conformal mappings and some applications.