Description 
1 volume (various pagings) : illustrations (some color) ; 27 cm 
Contents 
Machine derived contents note: Ordinary Differential Equations.  FirstOrder Differential Equations.  SecondOrder Linear Differential Equations.  Higher Order Linear Differential Equations.  Systems of Differential Equations: Phase Plane, Stability.  Series Solutions of Differential Equations: Special Functions.  Laplace Transforms.  Linear Algebra, Vector Calculus.  Linear Algebra: Matrices, Vectors, Determinants.  Vector Differential Calculus: Grad, Div, Curl.  Vector Integral Calculus: Integral Theorems.  Fourier Analysis And Partial Differential Equations.  Fourier Series, Integrals, and Transforms.  Partial Differential Equations.  Complex Analysis.  Complex Numbers, Complex Analytic Functions.  Complex Integration.  Power Series, Taylor Series, Laurent Series.  Residue Integration Method.  Conformal Mapping.  Complex Analysis Applied to Potential Theory.  Numerical Methods.  Numerical Methods in General.  Numerical Methods in Linear Algebra.  Numerical Methods for Differential Equations.  Optimization, Graphs.  Unconstrained Optimization, Linear Programming.  Graphs and Combinatorial Optimization.  Probability And Statistics.  Probability Theory.  Mathematical Statistics.  Appendices.  Index 
Summary 
Featuring modern coverage of numerical methods, graphs, optimization and probability, this revised textbook aims to provide engineering students with a clear perception of applied mathematics. Problem sets have been rewritten for this edition, and there is new information on linear algebra 
Analysis 
Engineering Mathematics 
Notes 
Includes index 
Bibliography 
Includes bibliographical references and index 
Subject 
Engineering mathematics.


Mathematical physics.

LC no. 
92006989 
ISBN 
0471553808 (cloth : acidfree paper) 

0471599891 
