Polynomial time operations in explicit mathematics

Journal of Symbolic Logic 62 (2):575-594 (1997)
Abstract In this paper we study (self)-applicative theories of operations and binary words in the context of polynomial time computability. We propose a first order theory PTO which allows full self-application and whose provably total functions on W = {0, 1} * are exactly the polynomial time computable functions. Our treatment of PTO is proof-theoretic and very much in the spirit of reductive proof theory
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