On Maximal Chains In Partially Ordered Sets With Compatible (Left, Right)- Group Actions

On Maximal Chains In Partially Ordered Sets With Compatible (Left, Right)- Group Actions

In this paper, we deal with compatible (left, right)-group actions on posets, i.e; (G, H)-posets. Our main purpose in this work is to study the maximal chains in  (G, H)-posets to observe that this study gives us indications on the type of some (G, H) actions on posets. Therefore, we shall study the...

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Bibliographic Details
Main Authors: Abdul Mohammad, Eman Tahir
Format: Article
Language:Arabic
Published: Mosul University 2013-12-01
Series:Al-Rafidain Journal of Computer Sciences and Mathematics
Subjects:
maximal chains
partially ordered sets
compatible (left
right) group actions
Online Access:https://csmj.mosuljournals.com/article_163545_44e87fc905ea99aacbb6a6cdb8f18dbb.pdf
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spelling doaj-6f2270f816df41f08ed5eb5cc458bbf02020-11-25T04:06:56ZaraMosul UniversityAl-Rafidain Journal of Computer Sciences and Mathematics 1815-48162311-79902013-12-01104435010.33899/csmj.2013.163545163545On Maximal Chains In Partially Ordered Sets With Compatible (Left, Right)- Group ActionsAbdul Mohammad0Eman Tahir1Department of Mathematics College of Education University of Mosul, Mosul, IraqDepartment of Mathematics College of Education University of Mosul, Mosul, IraqIn this paper, we deal with compatible (left, right)-group actions on posets, i.e; (G, H)-posets. Our main purpose in this work is to study the maximal chains in  (G, H)-posets to observe that this study gives us indications on the type of some (G, H) actions on posets. Therefore, we shall study the behavior of the (G, H) actions on chains.https://csmj.mosuljournals.com/article_163545_44e87fc905ea99aacbb6a6cdb8f18dbb.pdfmaximal chainspartially ordered setscompatible (leftright) group actions
collection DOAJ
language Arabic
format Article
sources DOAJ
author Abdul Mohammad
Eman Tahir
spellingShingle Abdul Mohammad
Eman Tahir
On Maximal Chains In Partially Ordered Sets With Compatible (Left, Right)- Group Actions
Al-Rafidain Journal of Computer Sciences and Mathematics
maximal chains
partially ordered sets
compatible (left
right) group actions
author_facet Abdul Mohammad
Eman Tahir
author_sort Abdul Mohammad
title On Maximal Chains In Partially Ordered Sets With Compatible (Left, Right)- Group Actions
title_short On Maximal Chains In Partially Ordered Sets With Compatible (Left, Right)- Group Actions
title_full On Maximal Chains In Partially Ordered Sets With Compatible (Left, Right)- Group Actions
title_fullStr On Maximal Chains In Partially Ordered Sets With Compatible (Left, Right)- Group Actions
title_full_unstemmed On Maximal Chains In Partially Ordered Sets With Compatible (Left, Right)- Group Actions
title_sort on maximal chains in partially ordered sets with compatible (left, right)- group actions
publisher Mosul University
series Al-Rafidain Journal of Computer Sciences and Mathematics
issn 1815-4816
2311-7990
publishDate 2013-12-01
description In this paper, we deal with compatible (left, right)-group actions on posets, i.e; (G, H)-posets. Our main purpose in this work is to study the maximal chains in  (G, H)-posets to observe that this study gives us indications on the type of some (G, H) actions on posets. Therefore, we shall study the behavior of the (G, H) actions on chains.
topic maximal chains
partially ordered sets
compatible (left
right) group actions
url https://csmj.mosuljournals.com/article_163545_44e87fc905ea99aacbb6a6cdb8f18dbb.pdf
work_keys_str_mv AT abdulmohammad onmaximalchainsinpartiallyorderedsetswithcompatibleleftrightgroupactions
AT emantahir onmaximalchainsinpartiallyorderedsetswithcompatibleleftrightgroupactions
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