ADVANCED ENGINEERING MATHEMATICS Book PDF Download
ADVANCED ENGINEERING MATHEMATICS [For the Students of M.E., B.E. and other Engineering Examinations] H.K. DASS M.Sc. Diploma in Specialist Studies (Maths.) University of Hull (England)
S. CHAND & COMPANY LTD.
For 1st,2nd,3rd,4th semesters of btech engineering
CONTENTS
- 1. Partial Differentiation 1–90 2 . Multiple Integral 91–137
- 3. Differential Equations 138 – 222
- 4. Determinants and Matrices 223–371
- 5. Vectors 372–466
- 6. Complex Numbers 467–505
- 7. Functions of a Complex Variable 506–617
- 8. Special Functions 618–670
- 9. Partial Differential Equations 671–734
- 10. Statistics 735–762
- 11. Probability 763–849
- 12. Fourier Series 850–884
- 13. Laplace Transformation 885–932
- 14. Integral Transforms 933–981
- 15. Numerical Techniques 982–1025
- 16. Numerical Method for Solution of Partial Differential Equation 1026–1041
- 17. Calculus of Variations 1042–1054
- 18. Tensor Analysis 1055–1084
- 19. Z-transforms 1085–1118
- 20. Infinite Series 1119–1157
- 21. Gamma, Beta Functions, Differentiation under the Integral Sign 1158–1188
- 22. Chebyshev Polynomials 1189 — 1202
- 23. Fuzzy sets 1203 – 1207
- 24. Hankel Transform 1208 – 1229
- 25. Hilbert Tranform 1230 – 1231
- 26. Empirical Laws and Curve Fitting (Method of Least Squares) 1232 – 1242
- 27. Linear Programming 1243 – 1303
- Useful Formulae 1305–1312 Solved Question Paper 2007 1313–1335 Question Papers, 2006, 2005 and 2004 1336–1353 Index 1355–1358
