Cancellation laws for polynomial-time p-isolated sets

John N. Crossley; J. B. Remmel

doi:10.1016/0168-0072(92)90071-7

Cancellation laws for polynomial-time p-isolated sets

John N. Crossley, J. B. Remmel

Research output: Contribution to journal › Article › Research › peer-review

2 Citations (Scopus)

Abstract

A universal Horn sentence in the language of polynomial-time computable combinatorial functions of natural numbers is true for the natural numbers if, and only if, it is true for PETs (polynomial-time equivalence types) of p-time p-isolated sets with functions induced by fully p-time combinatorial operators (which induce the original p-time computable combinatorial functions of the natural numbers).

Original language	English
Pages (from-to)	147-172
Number of pages	26
Journal	Annals of Pure and Applied Logic
Volume	56
Issue number	1-3
DOIs	https://doi.org/10.1016/0168-0072(92)90071-7
Publication status	Published - 29 Apr 1992

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title = "Cancellation laws for polynomial-time p-isolated sets",

abstract = "A universal Horn sentence in the language of polynomial-time computable combinatorial functions of natural numbers is true for the natural numbers if, and only if, it is true for PETs (polynomial-time equivalence types) of p-time p-isolated sets with functions induced by fully p-time combinatorial operators (which induce the original p-time computable combinatorial functions of the natural numbers).",

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AU - Remmel, J. B.

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AB - A universal Horn sentence in the language of polynomial-time computable combinatorial functions of natural numbers is true for the natural numbers if, and only if, it is true for PETs (polynomial-time equivalence types) of p-time p-isolated sets with functions induced by fully p-time combinatorial operators (which induce the original p-time computable combinatorial functions of the natural numbers).

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JO - Annals of Pure and Applied Logic

JF - Annals of Pure and Applied Logic

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Cancellation laws for polynomial-time p-isolated sets

Abstract

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