

Introduction to Mathematical Logic (Dover Books on Mathematics) : Hodel: desertcart.in: Books Review: Classic book!! - This dover reprint of original Addison wesley book. It covers everything relevant for CS students. I got new book for 68 INR (40 INR delivery charges). Go for it . Review: Great for self-study.
| Best Sellers Rank | #789,237 in Books ( See Top 100 in Books ) #286,187 in Literature & Fiction (Books) |
| Customer Reviews | 4.8 4.8 out of 5 stars (48) |
| Dimensions | 14.99 x 2.79 x 22.61 cm |
| Edition | Reprint |
| Generic Name | Book |
| ISBN-10 | 0486497852 |
| ISBN-13 | 978-0486497853 |
| Importer | Bookswagon, 2/13 Ansari Road, Daryaganj, New Delhi 110002, [email protected] , 01140159253 |
| Item Weight | 1 kg 50 g |
| Language | English |
| Net Quantity | 780.00 Grams |
| Packer | Bookswagon, 2/13 Ansari Road, Daryaganj, New Delhi 110002, [email protected] , 01140159253 |
| Print length | 512 pages |
| Publication date | 1 February 2013 |
| Publisher | Dover Publications Inc. |
A**R
Classic book!!
This dover reprint of original Addison wesley book. It covers everything relevant for CS students. I got new book for 68 INR (40 INR delivery charges). Go for it .
A**R
Great for self-study.
B**M
The type of writing intended to make the reader's easy. Clear, concise with a limited amount of notations, intuitions are always to the point, this writing allows for a smooth reading of an otherwise difficult topic. Pity editors do force authors to write this way.
X**5
Looks like the Dover Books are worth to collect, might buy some more in the serials later. You just can't have enough math.
A**E
I'm a machine learning scientist and have been returning to this book since 2015 to read up on first order logic and Godel theorems. Unlike many books in this area, I think this book strikes a great balance between rigor and intuition. I love how the author first uses (un)decidability as a conceptual placeholder to explain concepts such as Godel expressibility before formalizing it later with recursion. This book has been my self-study guide to learning foundations, starting with formal languages and axioms as basic as counting notches on a paper, up till (almost) grasping proofs of Godel's incompleteness theorems.
G**O
I can't really compare because it's the only book I've read on the topic. I absolutely loved it though and usually textbooks like this are way more expensive.
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