Recursive Analysis [Book Review]

Review of Metaphysics 18 (1):174-174 (1964)

A development of a constructive fragment of analysis: "constructive" in the strong sense that instead of, say, Cauchy sequences, it deals only with recursive sequences of rationals which can be recursively shown to converge. Analogues of classical subjects such as continuity and differentiability are explored in detail. The book presupposes familiarity with both classical analysis and the theory of recursive functions.—R. H. T.
Keywords Catholic Tradition  Contemporary Philosophy  General Interest
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ISBN(s) 0034-6632
DOI revmetaph1964181226
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