Stroud, K. A. <br/><br/>
Advanced engineering mathematics / 
K.A. Stroud, Dexter J. Booth 
 - 4th edition  
 - Huddersfield :  Palgrave,   c2003 
 - xxiv,1032 p. :  ill. ;  23 cm 
<br/><br/> <br/>CONTENT<br/><br/>Programme 5  Z transforms<br/>Introduction<br/>Sequences<br/>Table of Z transforms<br/>Properties of transforms<br/>Inverse transforms<br/><br/>Programme 6  Fourier series<br/>Learning outcome<br/>Integrals of periodic functions<br/>Derichlet conditions<br/><br/>Programme  7  Introduction to the Fourier transform    231<br/>Complex Fouriers<br/>Complex spectra<br/>Alternate forms<br/>Properties of the Fourier transform<br/><br/>Programme  8  Power  series Solutions of Ordinary Differential Equations    271<br/>Higher Derivates<br/>Power series solutions<br/>Bessel equation<br/>Legendre polynomial<br/><br/>Programme 9  Numerical solutions  of ordinary differential equations    327  <br/>Introduction<br/>First-order differential equations<br/>Second-order differential equation<br/>Predictor-corrector method<br/><br/><br/>Programme  10  Partial Differentiation   370<br/>Small increaments<br/>Inverse functions<br/>Stationary value of a function<br/>Lagrange undetermined multipliers<br/><br/><br/>Programme 11  Partial Differential Equations    414<br/>Introduction<br/>Partial differential equation<br/>The heat conduction equation for a uniform finite bar<br/>Laplace's Equation<br/>Laplace's Equation in plane polar coordinates<br/><br/><br/>Programme  12 Matrix  algebra<br/>Singular and non-singular matrices<br/>Elementary operations nd euivalent matrices<br/>Consistency of a set of equations<br/>Solution of a set of equations<br/>Eigenvalues and Eigenvectors<br/><br/>Programme 13 Numerical solutions of partial differential equations   517<br/>Introduction<br/>Numerical approximation to derivatives<br/>Function of real two  variables<br/>Grid values<br/>Computational molecules<br/>Summary of procedures<br/><br/>Programme 14 Multiple integration  1     566<br/>Introduction<br/>Differentials<br/>Area enclosed by a close curve<br/>Line integrals<br/>Green's theorem<br/><br/>Programme 15 Multiple integration  2       617<br/>Double integrals<br/>Volume integrals<br/>Curvilinear coordinates<br/><br/>Programme 16 Integral Functions         661<br/>Integral function<br/>The beta function<br/>The error function<br/><br/>Programme 17 Vector analysis   1          697<br/>Introduction<br/>Triple products<br/>Partial differentiation of vectors<br/>Scalar and vector fields<br/>Summary of grad, div and curl<br/><br/>Programme 18 Vector  analysis 2              744<br/>Line integrals<br/>Volume integrals<br/>Surface integrals<br/>Conservative vector fields<br/>Divergence theorem (Gaus's theorem)<br/><br/>Programme 19 Vector  analysis   3            795<br/>Curvilinear coordinates <br/>Orthogonal  coordinate system in space <br/>Scale factors<br/>General curvilinear coordinate system (u, v, w)<br/><br/>Programme 20 Complex    analysis   1         821<br/>Functions of a complex variable<br/>Complex mapping<br/>Non-linear transformation<br/><br/>Programme 21 Complex   analysis  2         861<br/>Differentiation of a complex function <br/>Harmonic function<br/>Complex integration<br/>Conformal transformation (Conformal mapping)<br/><br/>Programme 22 Complex  analysis    3        909<br/>Maclaurin series<br/>Radius of Converence<br/>Singular points<br/>Circle of convergence<br/>Taylor's series<br/>Laurent,s series<br/>etc<br/><br/>Programme 23 Optimization and linear programming       940<br/>Optimization<br/>The simplex method<br/>Applications 
<br/><br/>Index : p.1027-1032 
<br/><br/><label>ISBN: </label>9781403903129 
<br/><br/><label>Subjects--Topical Terms: </label><br/>Engineering Mathematics<br/>Algebra
<br/><br/><label>Dewey Class. No.: </label>510. 2462  / STR