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Characterization of Pomonoids by Properties of I-Regular S-Posets
by
Zhao, Tingting
in
Analysis
/ Group theory
/ I-regular
/ Ordered sets
/ Rees factor
/ regular pomonoid
/ Regularity
/ S-poset
2025
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Characterization of Pomonoids by Properties of I-Regular S-Posets
by
Zhao, Tingting
in
Analysis
/ Group theory
/ I-regular
/ Ordered sets
/ Rees factor
/ regular pomonoid
/ Regularity
/ S-poset
2025
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Characterization of Pomonoids by Properties of I-Regular S-Posets
Journal Article
Characterization of Pomonoids by Properties of I-Regular S-Posets
2025
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Overview
In 2005, Shi defined I-regular S-posets and used this concept to characterize PP-pomonoids and po-cancellable pomonoids. In this paper, we continued the development of the homological classification of pomonoids by using the I-regularity of S-posets. First, we characterized pomonoids over which all I-regular S-posets have one of the properties around projectivity or injectivity, and many known results were generalized. Moreover, some possible conditions on pomonoids that describe when their diagonal posets are I-regular were found. Finally, some characterizations of pomonoids by the I-regularity of their Rees factor posets were given.
Publisher
MDPI AG
Subject
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