Advanced Engineering Mathematics

by Erwin Kreyszig

Book Overview

This market leading text is known for its comprehensive coverage, careful and correct mathematics, outstanding exercises and self contained subject matter parts for maximum flexibility. Thoroughly updated and streamlined to reflect new developments in the field, the ninth edition of this bestselling text features modern engineering applications and the uses of technology. Kreyszig introduces engineers and computer scientists to advanced math topics...

• Format: Hardcover
• Language: English
• ISBN: 0471507288
• ISBN13: 9780471507284
• Release Date: January 1972
• Publisher: John Wiley & Sons
• Length: 866 Pages
• Weight: 3.15 lbs.

Customer Reviews

Fooled Me!! I Thought I Ordered A Hardcover! You Sent A Soft Cover!!

I wanted and thought I ordered a hardcover edition. You sent a soft cover edition. Furthermore, the edition you sent is clearly mark not for sale in United States! Come on, guys!! it’s also not clear how to return it, but I’ll figure it out!

My overall impression is this: it's a great book

It's exactly what most 4 and 5 star reviews say it is. The only real issue I have that no other review (not even a 1, 2, or 3 star review) mentions is this. The book doesn't provide notes for conceptual pitfalls that can and will arise when reading it. A good example is the word "vector." There are actually 2 types of vectors mentioned: one from the linear algebra camp, the other from the vector calculus school of thought. These two types of vectors are actually quite different. A vector calculus vector almost always refers back to a 2 or 3 dimensional description of the motion or transmission of mass, energy, waves, and particles in a vertical/horizontal plane or in three-dimensional space; whereas a linear algebra vector more-often-than-not represents an arbitrary set of ordered numbers in a 1XN or NX1 matrix that is simply meaningless as a physical vector.

Best reference to have on your desk.

This is a NOT a text book for learning engineering mathematics. Its just way too dry. However, it is the single best reference to have next to you while you are working as a scientist, engineer or (as I have found recently) economist. After you leave University, you aren't going to remember all the various expansions, techniques and log rules. Once you are working, you will have this book on your book shelf.

A reference manual for advanced engineering mathematics

This book is an all-encompassing book dealing with all (I am not joking) topics of advanced engineering mathematics required by practicing engineers and students. This is not meant to be used as an introductory text during a math course but as a reference manual for practical applications once you go beyond your math course. If you are looking for a comprehensive math book with consistent notation and style of writing, look no further-get this book.

VERY SOUND! HIGHLY RECOMMENDED!

It is not unusual for those who failed to pass (or understand) their courses to look for cheap scapegoats. Some have blamed their lecturers, and some have blamed their textbooks. But I am not swayed!Thus, despite all the negative rantings some reviewers have labelled against this "Advanced Engineering Mathematics", I will advise you to see for yourself. This book is superb! Erwin Kreyszig should be honoured with a twenty-one gun salute, for compiling this outstanding compendium.The way this book dissected Numerical Methods, Differential Equation, and Vector Calculus, will rouse envy in many academic circles. The same applies to its unsurpassed analyses of Oscillation Matrices, Quantum Symmetries, and Linear Algebra. I wonder why all those condemnations! In fact, I will advise those complainants to go back to primary school.As its name depicts, this text is an advanced book, and not an introductory one. Still, its author took the necessary pains in tabling an uncomplicated presentation. I will, with great pleasure, recommend it to any Engineering or Science student who needs an advanced mathematics textbook.

the key is to use it as a reference text

I am currently using this massive book as it is the required text for my Engineering Math I course (MS Mech Eng). I heartily agree with others who claim to find this book is not thorough enough in the subjects it covers. BUT, out of curiosity I have delved into the book and studied the chapters covering material I am familiar with I saw in previous courses (Diff Equations, 4 Calculus courses, Control Systems, Linear Systems, Numerical Methods) and I have to say... it is an ALL encompassing book, and the tremendous amount of material in it has is a credit to itself. Do not criticize this book because you failed in understanding a subject when using it, I myself am currenly a victim of this situation. Go find a book which treats only the topic (Laplace, Fourier, Linear Algebra, etc.) you're covering now, study it, and return it. Keep Kreyszig's as a handy reference. Mathematics is an extensive science, this "handbook" for us beginners is one of the best there is. Question: Did any of you Mechanical Engineers use MARKS' Handbook for your Fluid Mechanics course, or Shigley's Machine Design Handbook for learning how to design gears?