New series of weakly implicative selector sets

A. N. Dyogtev

Chair of Algebra and Mathematical Logic, Tyumen State University, Tyumen, Russia

Abstract: In this paper we specify classes of weakly implicative selector sets and describe their interconnections for the case when the number of variables $n$ does exceed $3$ (see A. N. Dyogtev and D. I. Ivanov, "Weakly implicative selector sets of dimension $3$", Diskretn. Matem., 11 (3), 126–132 (1999)).

Keywords: partial recursive functions, implicative selector sets.

UDC: 510.5

Received: 12.03.2010

 English version: Russian Mathematics (Izvestiya VUZ. Matematika), 2011, 55:7, 17–22

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