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A Concise Introduction To Mathematical Logic 3rd Edition Rautenberg

  • SKU: BELL-22042804
A Concise Introduction To Mathematical Logic 3rd Edition Rautenberg
$ 31.00 $ 45.00 (-31%)

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A Concise Introduction To Mathematical Logic 3rd Edition Rautenberg instant download after payment.

Publisher: Springer
File Extension: PDF
File size: 6.7 MB
Pages: 319
Author: Rautenberg, Wolfgang
ISBN: 9781441912206, 9781441912213, 1441912207, 1441912215
Language: English
Year: 2009
Edition: 3

Product desciption

A Concise Introduction To Mathematical Logic 3rd Edition Rautenberg by Rautenberg, Wolfgang 9781441912206, 9781441912213, 1441912207, 1441912215 instant download after payment.

by Lev Beklemishev, Moscow The ?eld of mathematical logic evolving around the notions of logical validity, provability, and computation was created in the ?rst half of the previous century by a cohort of brilliant mathematicians and philosophers such as Frege, Hilbert, Godel, Turing, Tarski, Malcev, Gentzen, and some others. The development of this discipline is arguably among the highest achievements of science in the twentieth century: it expanded mat- matics into a novel area of applications, subjected logical reasoning and computability to rigorous analysis, and eventually led to the creation of computers. The textbook by Professor Wolfgang Rautenberg is a well-written - troduction to this beautiful and coherent subject. It contains classical material such as logical calculi, beginnings of model theory, and Godel s incompleteness theorems, as well as some topics motivated by appli- tions, such as a chapter on logic programming. The author has taken great care to make the exposition readable and concise; each section is accompanied by a good selection of exercises. A special word of praise is due for the author s presentation of Godel s second incompleteness theorem, in which the author has succeeded in giving an accurate and simple proof of the derivability conditions and the provable ? -completeness, a technically di?cult point that is usually 1 omittedintextbooksofcomparablelevel. Thisworkcanberecommended to all students who want to learn the foundations of mathematical logic."

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