TY  - BOOK
AU  - Kreyszig,Erwin
TI  - Advanced engineering mathematics
SN  - 0471553808
AV  - QA401 .K7 1993
PY  - 1993///]
CY  - New York
PB  - Wiley
KW  - Mathematical physics
KW  - Engineering mathematics
N1  - Includes bibliographical references and index; -- Contents; Pt. A	Ordinary Differential Equations; 	Ch. 1	First-Order Differential Equations; 	Ch. 2	Second-Order Linear Differential Equations; 	Ch. 3	Higher Order Linear Differential Equations; 	Ch. 4	Systems of Differential Equations. Phase Plane, Stability; 	Ch. 5	Series Solutions of Differential Equations. Special Functions; 	Ch. 6	Laplace Transforms; Pt. B	Linear Algebra, Vector Calculus; 	Ch. 7	Linear Algebra: Matrices, Vectors, Determinants; 	Ch. 8	Vector Differential Calculus. Grad, Div, Curl; 	Ch. 9	Vector Integral Calculus. Integral Theorems; Pt. C	Fourier Analysis and Partial Differential Equations; 	Ch. 10	Fourier Series, Integrals, and Transforms; 	Ch. 11	Partial Differential Equations; Pt. D	Complex Analysis; 	Ch. 12	Complex Numbers. Complex Analytic Functions; 	Ch. 13	Complex Integration; 	Ch. 14	Power Series, Taylor Series, Laurent Series; 	Ch. 15	Residue Integration Method; 	Ch. 16	Conformal Mapping; 	Ch. 17	Complex Analysis Applied to Potential Theory; Pt. E	Numerical Methods; 	Ch. 18	Numerical Methods in General; 	Ch. 19	Numerical Methods in Linear Algebra; 	Ch. 20	Numerical Methods for Differential Equations; Pt. F	Optimization, Graphs; 	Ch. 21	Unconstrained Optimization, Linear Programming; 	Ch. 22	Graphs and Combinatorial Optimization; Pt. G	Probability and Statistics; 	Ch. 23	Probability Theory; 	Ch. 24	Mathematical Statistics; 	Appendix 1: References; 	Appendix 2: Answers to Odd-Numbered Problems; 	Appendix 3: Auxiliary Material; 	Appendix 4: Additional Proofs; 	Appendix 5: Tables; 	Index
N2  - 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
ER  -