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 | | Discrete Mathematics with Graph Theory (2nd Edition) by Edgar G. Goodaire, Michael M. Parmenter, Michael M Parmenter, Edgar G Goodaire ISBN-10: 9780130920003 ISBN-10: 0-13-092000-2 ISBN-13: 9780130920003 ISBN-13: 978-0-13-092000-3 Hardcover 2001-07-19 Prentice Hall Find Lowest Price |
Editorials | ||
Product Description Adopting a user-friendly, conversational—and at times humorous—style, these authors make the principles and practices of discrete mathematics as stimulating as possible while presenting comprehensive, rigorous coverage. Examples and exercises integrated throughout each chapter serve to pique reader interest and bring clarity to even the most complex concepts. Above all, the book is designed to engage today's readers in the interesting, applicable facets of modern mathematics. More than 200 worked examples and problems, as well as over 2500 exercises are included. Full solutions are provided in the back of the book. More than 150 Pauses—short questions inserted at strategic points—are included. Full solutions to Pauses are included at the end of each section. For educators in area of discrete mathematics. | ||
Reviews | ||
Gerry This book is the worse math textbook I have ever encountered. There is not enough explanation regarding the theory and the examples are not helpful. The exercises in each chapter can not be referred back to the chapter reading at all. The chapter pages are structured to save paper. Everything is jammed together. I am currently taking the course and between the instructor and the book little knowledge is being passed to the less than ten people in the class. This book should NEVER be used! | ||
Accessible, Friendly I'm currently taking a Discrete Math class with this textbook. I don't have any background in the subject, and my theoretical math background is limited to a Proofs course and a Non-Euclidan Geometry class. (Other than that I have the usual amount of undergraduate calculus and so on.) I think this book is fantastic. It is written in an engagingly casual style, and it uses a lot of examples and detail to work out the material. The other theoretical math texts I've used really don't do this - they expect you to treat their material more as hints to do your own work, which can be really hard for students (and is why you have a professor, after all). I can't address how well this book actually covers the various topics of discrete math, since I only know what I've learned in the course so far, but I'm very impressed with how well it spells things out. It's not exactly "light reading" (it's not Discrete Math for Dummies) but it is quite accessible. | ||
Discrete? More like hidden and vague... I do not recommend this book. While yes, it provides clearly marked definitions and formulas, when giving examples, the work shown leaves out some key steps that leave the reader grasping into thin air trying to figure out the method to their madness. Some exercise questions are vaguely written, leaving the student to interpret the meaning, which may result in differing answers. If you have a teacher who uses this book, get it. Otherwise, if you are teaching yourself (or just have that bad of a teacher), either pass on buying this book or buy a supplement. Or find a good math tutor, you'll need it. | ||
Incomprehensible, Poorly Explained Material This was required for a math class I was taking. In general the concepts lacked extensive explanations, feeling more like an overview of major topics. If you do not have an outside source of information such as a TA, professor, or another reference book it will be very difficult for you to learn the subject matter from this book. | ||
Bareable Book This book is okay. Not the best but not that bad. If you have choice look for something better. If your stuck with this one then its not too bad. | ||