Church's introduction to mathematical logic. Book: Church A. “Introduction to Mathematical Logic. Other books on similar topics

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To narrow down the search results, you can refine your query by specifying the fields to search for. The list of fields is presented above. For example:

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Logical operators

The default operator is AND.
Operator AND means that the document must match all elements in the group:

research development

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study OR development

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study NOT development

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# study

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Series: "Physical and mathematical heritage: mathematics (foundations of mathematics and logic)"

This monograph was written by one of the most famous specialists in the field of mathematical logic. It is intended by the author as a textbook for students, and also, to a certain extent, as a reference book. Assuming that the reader has only a general mathematical culture, the book from the very first pages introduces him to deep problems associated with the basic concepts of mathematical logic. The material presented in it is valuable for any mathematician, including a specialist in mathematical logic. Non-mathematicians can also use it as a reference book.

Publisher: "URSS" (2009)

Church became famous for developing a theory that followed his famous article of the year, in which he showed the existence of the so-called. "unsolvable problems". This article preceded the famous study on the topic, which also demonstrated the existence of problems that cannot be solved by mechanical means. Subsequently, Church and Turing showed that the lambda calculus and had the same properties, thus proving that different " mechanical processes computing" could have the same capabilities. This work was formatted as .

Church remained professor of mathematics at Princeton for up to a year, after which he moved to . Among other things, his system formed the basis, in particular, of the family (for example,

see also

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