Representations of Co-regular Subsets on Euclidean Spaces

Chinese Quarterly Journal of Mathematics ›› 2007, Vol. 22 ›› Issue (2): 252-257.

Representations of Co-regular Subsets on Euclidean Spaces

1. Institute of Logic and Cognition, Sun Yet-sen University 2. Office of Scientific Research and Foreign Affairs, Hebi Professional Technology College

Received:2006-05-20 Online:2007-06-30 Published:2023-11-03
About author:QIU Yu-wen(1965-),male,native of Tianjin,engages in computational mathematics;WANG Li-ping(1961-),female,native of Hebi,Henan,an associate profeesor of Hebi Professional Technology College, engages in functional theory;ZHAO Xi-shun(1964-),male,native of Xinxiang,Henan,a profeesor of Sun Yet-sen University,engages in mathematical logic.
Supported by:
Supported by the NSFC(60573011)；

Abstract

Abstract:
For the computability of co-regular subsets in metric spaces, the properties of the co-regular subsets and several reasonable representations on co-regular sets have been suggested in this paper. As last, the ’weaker or stronger’ relations of these representations have been revealed.

Key words: type-2 , theory , of , effectivity;computability;computable , set;representations;
co-regular subset

CLC Number:

O141

QIU Yu-wen, WANG Li-ping, ZHAO Xi-shun. Representations of Co-regular Subsets on Euclidean Spaces [J]. Chinese Quarterly Journal of Mathematics, 2007, 22(2): 252-257.

[1]	ZHONG Li-ping, ZHOU Jian-hui. Some Results on the Cardinalities of Row Space of Boolean Matrices [J]. Chinese Quarterly Journal of Mathematics, 2008, 23(4): 582-588.
[2]	SHENG Xing-ping, CHEN Guo-liang. The Rank of Rank-2 Modified Matrix [J]. Chinese Quarterly Journal of Mathematics, 2007, 22(3): 352-358.

Representations of Co-regular Subsets on Euclidean Spaces

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