On homology of associative shelves

Alissa S. Crans , Sujoy Mukherjee , Józef Henryk Przytycki

Abstract

Homology theories for associative algebraic structures are well established and have been studied for a long time. More recently, homology theories for self-distributive algebraic structures motivated by knot theory, such as quandles and their relatives, have been developed and investigated. In this paper, we study associative self-distributive algebraic structures and their one-term and two-term (rack) homologygroups.
Author Alissa S. Crans
Alissa S. Crans,,
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, Sujoy Mukherjee
Sujoy Mukherjee,,
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, Józef Henryk Przytycki (FMPI / IM)
Józef Henryk Przytycki,,
- Institute of Mathematics
Other language title versions
Journal seriesJournal of Homotopy and Related Structures, ISSN 2193-8407, [1512-2891], (A 15 pkt)
Issue year2017
Vol12
No3
Pages741-763
Publication size in sheets1.1
Keywords in EnglishSpindles, knot theory, one-term and two-term (rack) distributive homology, unital, self-distributive semigroups, laver tables
ASJC Classification2608 Geometry and Topology; 2602 Algebra and Number Theory
DOIDOI:10.1007/s40062-016-0164-9
URL https://link.springer.com/content/pdf/10.1007/s40062-016-0164-9.pdf
Languageen angielski
LicenseOther; published final; Uznanie Autorstwa (CC-BY); with publication
Score (nominal)15
ScoreMinisterial score = 15.0, 24-07-2019, ArticleFromJournal
Publication indicators Scopus SNIP (Source Normalised Impact per Paper): 2017 = 0.759; WoS Impact Factor: 2017 = 0.462 (2) - 2017=0.433 (5)
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