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How to Read and Do Proofs: An Introduction to Mathematical Thought Processes, by Daniel Solow
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When engineers, computer scientists, and economists need to learn how to read, think about, and create proofs, they turn to Solow. In order to make the material more relevant, the exercises in each chapter have been revised and expanded. New and more complete discussions are included on how to use a previously-proved proposition in both the forward and backward processes. The fifth edition also presents new, self-contained chapters on uniqueness, induction, either/or, and max/min methods. Several final examples of how to read and do proofs are included in the final chapter to reinforce the reader’s knowledge of the various proof techniques.
- Sales Rank: #772056 in Books
- Published on: 2009-12-08
- Ingredients: Example Ingredients
- Original language: English
- Number of items: 1
- Dimensions: 8.90" h x .55" w x 5.98" l, .76 pounds
- Binding: Paperback
- 320 pages
Most helpful customer reviews
16 of 16 people found the following review helpful.
Like it says for Engineers...
By Juan Gustavo Sanchez
I'm an Electronic and Computer Systems Engineer, but in my spare time I like to do Mathematics, specially Real & Functional Analysis, I didn't go to any formal courses, but thanx to this book I had the possibility to learn these abstract subjects, now the part that I like most is to analyze proofs in any other subject of Mathematics dissecting their steps using what is taught in this book. I have, I thing, all the other books that talk about proofs, but for me this is the best.
P.S.:
This book works for Mathematicians too.
Recomendation:
Now you can have a Real Analysis Book that use the Dr. Solow Method of analyzing proofs, its name is: Introduction to Real Analysis by Michael J. Schramm
1 of 1 people found the following review helpful.
The Nuts and Bolts of Math Proofs
By Mario A. Arellano
Without a doubt, the best self-help Math book I've ever purchased on AMAZON!
Actual techniques for working proofs are presented and they are fairly easy to understand.
The author provides some good foundational basics for understanding how proofs work
and the best approaches to use for arriving at conclusions! I would recommend this
book to any aspiring Mathematicians who want to learn to do proofs!
4 of 5 people found the following review helpful.
The definite guide to mathematical proofs.
By Burak Selcuk Soyer
I think this is the only book you should consider first when looking at how mathematical proofs are constructed and read. It is very clearly and fluently written. At the inner covers the various proof technique's main points are illustrated for quick reference, which comes very handy when you want to look up a proof techique without going into its details. This book contains all the important proof techniques you may require in your life as a student.
The main point of this book, of course, is to teach you how to write proofs by yourself by showing you how to construct and to disentangle dense written proofs. It is not enough to learn to write a proof, it also essential to know how to approach dense, compact wirtten proofs in order to learn from them. This one is the essential guide to mathematical proofs out there. I hope you enjoy it
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