Engineering Mathematics By HK Dass :: Introduction to Engineering Mathematics By H K Das Volume 1 started to introduce a good mathematics book for engineering background students. Engineering students get enough guideline & examples for making different solutions of different mathematics problems. Many universities now a days follow this book for teaching maths for different engineering backgrounds. About the book “Advanced Engineering Mathematics” is written primarily for the students of I.E.T.E. but is tailor-made for other engineering courses (incl. Electronics and Communication Engineering) as well. Topics such as Partial Differentiation, Multiple Integral, Differential Equations, Vectors, Special Functions, Determinants and Matrices, Complex Numbers, Statistics, Probability, Fourier Series, Laplace Transforms, Z-Transforms, Fuzzy Sets, Hilbert Transform, Infinite Series, Tensor Analysis, Calculus of Variations and Linear Programming have been well-explained. Filled with examples and in-text exercises, the text successfully helps the student not only comprehend but practice and retain the understanding of otherwise difficult concepts. A book which has seen, foreseen and incorporated changes in the subject for close to 30 years, it continues to be one of the most sought after texts by the students. Features : 1. Every topic relating to the subject has been provided with ample coverage. 2. Close to 1300 solved examples (including previous year questions of different universities) on various topics have been incorporated for the better understanding and to make familiar with the standard and trend of questions set in the examinations. 3. More than 2600 in-text exercise questions and book-end solved question papers provide apt practice of all concepts explained. TOC : 1. Partial Differentiation 2. Multiple Integral 3. Differential Equations 4. Determinants and Matrices 5. Vectors 6. Complex Numbers 7. Functions of a Complex Variable 8. Special Functions 9. Partial Differential Equations 10. Statistics 11. Probability 12. Fourier Series 13. Laplace Transformation 14. Integral Transforms 15. Numerical Techniques 16. Numerical Method for Solution of Partial Differential Equation 17. Calculus of Variations 18. Tensor Analysis 19. Z-transforms 20. Infinite Series 21. Gamma, Beta Functions 22. Chebyshev Polynomials 23. Fuzzy Sets 24. Hankel Transform 25. Hilbert Transform 26. Empirical Laws and Curve Fitting (Method of Least Squares) 27. Linear Programming Useful Formulae Solved Question Papers.

Introduction to Engineering Mathematics By HK Dass

Download also [PDF] Advanced Engineering Mathematics by Erwin Kreyszig

Download also [PDF] Engineering Mathematics By John Bird

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Introduction to Engineering Mathematics – Vol. 1

Introduction to Engineering Mathematics – Vol. 2

Introduction to Engineering Mathematics – Vol. 3