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The classic results obtained by Godel, Tarski, Kleene, and Church
in the early thirties are the finest flowers of symbolic logic.
They are of fundamental importance to those investigations of the
foundations of mathematics via the concept of a formal system that
were inaugurated by Frege, and of obvious significance to the
mathematical disciplines, such as computability theory, that
developed from them.
This book presents the results of these thinkers in a newly unified manner and displays their significance for the philosophy of mathematics.
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