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Negative Transitivity of Semitransitive Relations and Ferrers Relations

山口経済学雑誌 Volume 54 Issue 5 Page 657-681
published_at 2006-01-31
C050054000502.pdf
[fulltext] 829 KB
Title
Semitransitive関係とFerrers関係のNegative推移性
Negative Transitivity of Semitransitive Relations and Ferrers Relations
Creators Hashimoto Hiroshi
Source Identifiers
We consider negative transitivity of semitransitive relations and Ferrers relations using Boolean matrices with zeros and ones. From generalized properties of negatively transitive relations we obtain some elementary properties of semitransitive relations and Ferrers relations which become negatively transitive or transitive under certain conditions. Moreover, as special cases connectedness, antisymmetry, reflexivity, and irreflexivity of some types of relations are examined shortly.
Languages jpn
Resource Type departmental bulletin paper
Publishers 山口大學經濟學會
Date Issued 2006-01-31
File Version Version of Record
Access Rights open access
Relations
[ISSN]0513-1758
[NCID]AN00243258
[isVersionOf] [URI]http://ci.nii.ac.jp/vol_issue/nels/AN00243258_jp.html
Schools 経済学部