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2.
本文介绍纯整Ehresmann半群.纯整Ehresmann半群是一类特殊的U-半富足半群,我们给出了这类半群的若干刻划,并讨论了一些特殊的纯整Ehresmann半群. 相似文献
3.
Zappa–Szép products arise when an algebraic structure has the property that every element has a unique decomposition as a
product of elements from two given substructures. They may also be constructed from actions of two structures on one another,
satisfying axioms first formulated by G. Zappa, and have a natural interpretation within automata theory. We study Zappa–Szép
products arising from actions of a group and a band, and study the structure of the semigroup that results. When the band
is a semilattice, the Zappa–Szép product is orthodox and ℒ-unipotent. We relate the construction (via automata theory) to
the λ-semidirect product of inverse semigroups devised by Billhardt. 相似文献
4.
Norman R. Reilly 《Semigroup Forum》2009,78(1):157-182
It is shown that, within the class of Rees-Sushkevich varieties that are generated by completely (0-) simple semigroups over
groups of exponent dividing n, there is a hierarchy of varieties determined by the lengths of the products of idempotents that will, if they fall into
a group ℋ-class, be idempotent. Moreover, the lattice of varieties generated by completely (0-) simple semigroups over groups
of exponent dividing n, with the property that all products of idempotents that fall into group ℋ-classes are idempotent, is shown to be isomorphic
to the direct product of the lattice of varieties of groups with exponent dividing n and the lattice of exact subvarieties of a variety generated by a certain five element completely 0-simple semigroup. 相似文献
5.
Scientific investigations of the Imperial Gates from the Petrindu wooden church,Salaj County,Romania
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Olivia Florena Marutoiu Ioan Bratu Constantin Marutoiu Dana Luminita Postolache Mihai Dragomir Claudiu Tanaselia Sorina Garabagiu 《X射线光谱测定》2018,47(2):176-185
In order to preserve and restore the Imperial Gates from the Petrindu wooden church, Salaj County, Romania, (map location—latitude, longitude: 46.97, 23.19), the scientific investigation of the wooden support and painting materials (ground and pigments) was performed, employing Fourier‐transform infrared spectroscopy (FTIR), X‐ray fluorescence spectroscopy, and 3D scanning. FTIR spectroscopy offered information about the wooden degradation stage, whereas X‐ray fluorescence and FTIR spectroscopic methods were employed for structural painting materials characterization. The structural data can be correlated with the artistic, theological, and historical analysis of this religious patrimony object. After obtaining information about the wooden support and painting materials, the Imperial Gates were 3D digitized using state of the art laser scanning technology. The digital 3D model obtained was restored in a virtual environment and converted into an interactive 3D model that can be used for Romanian cultural heritage digital dissemination. 相似文献
6.
本文研究纯正的群的正则带.在给出这类半群的若干特征后,建立了纯正的群的正则带的构造定理.作为应用,同时给出了纯正的群的右拟正规带的构造定理. 相似文献
7.
Yong Hua Li 《数学学报(英文版)》2002,18(3):565-578
In this paper we define a concept of a PO-sextet and describe a structure of E-unitary regular semigroups.
Received June 22, 1999, Revised May 9, 2000, Accepted June 1, 2000 相似文献
8.
Mario Petrich 《代数通讯》2013,41(4):1397-1413
In a previous communication, we defined a countably infinite sequence of varieties of completely regular semigroups, termed canonical. Finite intersections of these varieties constitute the upper ends of the intervals which are the classes of the congruence induced by the complete homomorphism 𝒱 → 𝒱 ∩ ?, where ? is the variety of all bands. We construct here the lattice generated by the first few of these varieties in some detail. In particular, we determine their bases and illustrate our findings by three diagrams. 相似文献
9.
Let S be an orthodox semigroup and γ the least inverse congruence on S. C(S) denotes the set of all congruences on S. In this paper we introduce the concept of admissible triples for S, where admissible triples are constructed by the congruences on S/γ. the equivalences on E(S)/L and E(S)/R. The notation Ca(S) denotes the set of all admissible triple for S. We prove that every congruence p on S can be uniquely determined by the admissible triple induced by p, and there exists a lattice isomomorphism between C(S) and Ca(S). 相似文献
10.