Title:

On the logical semantics of the symmetric constructive logic based on the properties of recursively enumerable sets

Author:

Zaslavsky Igor

Type:

Conference

Uncontrolled Keywords:

Symmetric constructive logic ; Recursively enumerable set ; RES-ideal ; RED-ideal ; Predicate calculus ; Predicate formula

Abstract:

Some semantics of the predicate formulas in the framework of the symmetric constructive logic [1] is defined. The following theorems are proved: (1) any predicate formula deducible in the symmetric constructive predicate calculus is identically true in the sense of the introduced semantics; (2) some predicate formulas not deducible in the mentioned calculus are not identically true in the sense of this semantics.

DOI:

10.1109/CSITechnol.2013.6710335

ISBN:

978-1-4799-2460-8

Language:

English

URL:


Affiliation:

Institute of Informatics and Automation Problems

Country:

Armenia

Year:

2013

Time period:

23-27 September

Conference title:

Ninth International Conference on Computer Science and Information Technologies

Place:

Yerevan