The quasivariety SP(M3)>: An equational basis

, SP(M 3 ) (0, 1)-, M 3 . , , . 9. , V(M 3 ), M 3 , . [1], . .. .. [2]. , [2]. V(M 3 ) = SP(M 3 ) , SP(M 3 )., , N 5 , [3,4], , L 6 , [5,6], , 2, [7, 8]. . , ,

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Publication Details

Journal
Mathematics and Theoretical Computer Science
Published
2024-10-20
DOI
https://doi.org/10.26907/2949-3919.2024.3.53-62
Primary Topic
Material Science and Thermodynamics
Type
article
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article

The quasivariety SP(M3)>: An equational basis

М. V. Schwidefsky, Anastasiya Izyurova
Mathematics and Theoretical Computer Science
Material Science and Thermodynamics
article

The quasivariety SP(M3)>: An equational basis

М. V. Schwidefsky, Anastasiya Izyurova
article en

Abstract

, SP(M 3 ) (0, 1)-, M 3 . , , . 9. , V(M 3 ), M 3 , . [1], . .. .. [2]. , [2]. V(M 3 ) = SP(M 3 ) , SP(M 3 )., , N 5 , [3,4], , L 6 , [5,6], , 2, [7, 8]. . , ,

Mathematics and Theoretical Computer ScienceVol. 2(3)
Novosibirsk State University (RU), Sobolev Institute of Mathematics (RU)
Openalex Percentile: Top 82%
Material Science and Thermodynamics
DOIOpen Access PDFOpenAlex
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The quasivariety SP(M3)>: An equational basis — М. V. Schwidefsky, Anastasiya Izyurova · Mathematics and Theoretical Computer Science (2024) | TGRS Research Map | TGRS