Sketches of an Elephant: A Topos Theory Compendium 2 Volume Set (Oxford Logic Guides, 43 & 44) | 
enlarge | Author: Peter T. Johnstone Publisher: Oxford University Press, USA Category: Book
List Price: $576.00 Buy New: $420.48 You Save: $155.52 (27%)
New (3) Used (2) from $420.48
Rating: 1 reviews Sales Rank: 1836356
Media: Hardcover Pages: 1284 Number Of Items: 2 Shipping Weight (lbs): 4.9 Dimensions (in): 9.6 x 6.5 x 3.1
ISBN: 019852496X Dewey Decimal Number: 512.55 EAN: 9780198524960
Publication Date: July 17, 2003 Availability: Usually ships in 1 to 3 weeks
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Product Description Topos Theory is a subject that stands at the junction of geometry, mathematical logic and theoretical computer science, and it derives much of its power from the interplay of ideas drawn from these different areas. Now available in this two volume set, it contains all the important information both volumes provides. Considered to be a complete benefit for all researchers and academics in theoretical computer science, logicians and philosophers who study the foundations of mathematics, and those working in differential geometry and continuum physics.
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An easy call July 23, 2003 Colin McLarty (Chardon, OH USA) 28 out of 29 found this review helpful
Very simply: if you want to know a very great deal about topos theory, buy this book. I mean, seriously, if you plan to make real work on topos theory a part of your life, then grit your teeth and come up with the money. If you do not want to know a very great deal about it, do not buy this book. You can use it at the library as a reference. If you merely want a professional understanding of what topos theory is, then read Johnstone's earlier TOPOS THEORY. That far shorter book gives a better overview. My Amazon review of it discusses others on the subject. Most are more accessible than Johnstone's books and go more into particular aspects of the theory. This book is a reference on all the methods, and the latest results, in topos theory. If you want the definition of "split opfibration", it is here, along with some 80 pages of background, examples, and motivation. Johnstone does an heroic job of unifying the terminology and organizing the theorems. More than that, Johnstone has written down an expert, encyclopedic view of the subject today. It is rare for a top mathematical researcher to give so deep an account of their field. It is rare for anyone to even work out such an explicit, coherent, extensive account of the whole. Not everyone will agree with his view. Some would like to see much less of such logical topics as "allegories", others would like to see the logic more formalized from the start. But Johnstone builds a case for his choices: partly implicit in his success at explaining things this way, and partly by explicit reasons. If you want to know that much about the subject then you want to immerse yourself in this book.
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