| |
This version of the world?s most successful and popular textbook for engineering mathematics -Advanced Engineering Mathematics by Prof. Erwin Kreyszig - brings to students this legendary textbook as per their latest (JNTU) syllabus. This version of the book fulfills the need for a book that not only effectively explains the concepts but also tests the grasping ability of the students. While retaining the basic ideology and vision of Kreyszig, the contents have been restructured for easy comprehension.
In a concise and easy-to-understand manner, this book exclusively promotes the numerical analysis of matrices and their transformations, vectors, ordinary and partial differential equations and nonlinear systems that form the crux of this discipline. These topics find application in proving various theorems, calculation of mathematical quantities, derivation of expressions and formulas.
Every chapter has easy to follow explanations of the theory and numerous step-by-step solved problems and examples. The questions have been hand-picked from the question papers of last five years and are suitable to the current pattern of questions asked.
How is this book different from original Kreyszig
Apart from the text from the original book, this book explains the following topics that are absent from Kreyszig?s text:
? Proof to Cayley-Hamilton Theorem and Inverse of Cayley-Hamilton Theorem provided as required by the current pattern of questions asked.
? The concept of Modal and Spectral Matrices introduced.
? The concepts of Positive, Negative, Definite, and Semi-definite Quadratic Forms as also Sylvester?s Law of Inertia introduced.
? Finite Fourier transforms and Inverse Fourier transforms added.
? Partial Differential Equations divided in two chapters.
An instructor CD is available that is designed to provide instructors with chapter-wise powerpoint presentations, and an image gallery.
ISBN - 9788126521371
|
| |
Pages : 560
|