Matches in SemOpenAlex for { <https://semopenalex.org/work/W3100837400> ?p ?o ?g. }
- W3100837400 endingPage "081701" @default.
- W3100837400 startingPage "081701" @default.
- W3100837400 abstract "According to the literature, the S-expansion procedure involving a finite semigroup is valid no matter what the structure of the original Lie (super)algebra is; however, when something about the structure of the starting (super)algebra is known and when certain particular conditions are met, the S-expansion method (with its features of resonance and reduction) is able not only to lead to several kinds of expanded (super)algebras but also to reproduce the effects of the standard as well as the generalized Inönü-Wigner contraction. In the present paper, we propose a new prescription for S-expansion, involving an infinite abelian semigroup S(∞) and the subtraction of an infinite ideal subalgebra. We show that the subtraction of the infinite ideal subalgebra corresponds to a reduction. Our approach is a generalization of the finite S-expansion procedure presented in the literature, and it offers an alternative view of the generalized Inönü-Wigner contraction. We then show how to write the invariant tensors of the target (super)algebras in terms of those of the starting ones in the infinite S-expansion context presented in this work. We also give some interesting examples of application on algebras and superalgebras." @default.
- W3100837400 created "2020-11-23" @default.
- W3100837400 creator A5038467591 @default.
- W3100837400 creator A5068727655 @default.
- W3100837400 date "2017-08-01" @default.
- W3100837400 modified "2023-09-26" @default.
- W3100837400 title "Infinite <i>S</i>-expansion with ideal subtraction and some applications" @default.
- W3100837400 cites W1698284116 @default.
- W3100837400 cites W1912792887 @default.
- W3100837400 cites W1967135059 @default.
- W3100837400 cites W1967969355 @default.
- W3100837400 cites W1971996614 @default.
- W3100837400 cites W1974278383 @default.
- W3100837400 cites W1977318778 @default.
- W3100837400 cites W1980320053 @default.
- W3100837400 cites W1984121519 @default.
- W3100837400 cites W1984935988 @default.
- W3100837400 cites W1987115228 @default.
- W3100837400 cites W1989487304 @default.
- W3100837400 cites W1990574598 @default.
- W3100837400 cites W2013402354 @default.
- W3100837400 cites W2022395950 @default.
- W3100837400 cites W2024584762 @default.
- W3100837400 cites W2029843734 @default.
- W3100837400 cites W2040243574 @default.
- W3100837400 cites W2054391054 @default.
- W3100837400 cites W2070835742 @default.
- W3100837400 cites W2082838663 @default.
- W3100837400 cites W2092241097 @default.
- W3100837400 cites W2094246263 @default.
- W3100837400 cites W2119305426 @default.
- W3100837400 cites W2129025577 @default.
- W3100837400 cites W2145765930 @default.
- W3100837400 cites W2252882271 @default.
- W3100837400 cites W2267581838 @default.
- W3100837400 cites W2276989323 @default.
- W3100837400 cites W2316628633 @default.
- W3100837400 cites W2347185360 @default.
- W3100837400 cites W2467634250 @default.
- W3100837400 cites W2522216490 @default.
- W3100837400 cites W2581025981 @default.
- W3100837400 cites W2597936269 @default.
- W3100837400 cites W2749662259 @default.
- W3100837400 cites W3043212164 @default.
- W3100837400 cites W3099349194 @default.
- W3100837400 cites W3099668125 @default.
- W3100837400 cites W3100011973 @default.
- W3100837400 cites W3101976164 @default.
- W3100837400 cites W3102745282 @default.
- W3100837400 cites W3103392079 @default.
- W3100837400 cites W3104131630 @default.
- W3100837400 cites W3104204397 @default.
- W3100837400 cites W3104368480 @default.
- W3100837400 cites W3104709943 @default.
- W3100837400 cites W3104712589 @default.
- W3100837400 cites W3106385830 @default.
- W3100837400 cites W3123297129 @default.
- W3100837400 doi "https://doi.org/10.1063/1.4991378" @default.
- W3100837400 hasPublicationYear "2017" @default.
- W3100837400 type Work @default.
- W3100837400 sameAs 3100837400 @default.
- W3100837400 citedByCount "11" @default.
- W3100837400 countsByYear W31008374002018 @default.
- W3100837400 countsByYear W31008374002019 @default.
- W3100837400 countsByYear W31008374002020 @default.
- W3100837400 countsByYear W31008374002021 @default.
- W3100837400 countsByYear W31008374002022 @default.
- W3100837400 countsByYear W31008374002023 @default.
- W3100837400 crossrefType "journal-article" @default.
- W3100837400 hasAuthorship W3100837400A5038467591 @default.
- W3100837400 hasAuthorship W3100837400A5068727655 @default.
- W3100837400 hasBestOaLocation W31008374002 @default.
- W3100837400 hasConcept C111472728 @default.
- W3100837400 hasConcept C126322002 @default.
- W3100837400 hasConcept C136119220 @default.
- W3100837400 hasConcept C138885662 @default.
- W3100837400 hasConcept C163415756 @default.
- W3100837400 hasConcept C202444582 @default.
- W3100837400 hasConcept C207405024 @default.
- W3100837400 hasConcept C2776639384 @default.
- W3100837400 hasConcept C33923547 @default.
- W3100837400 hasConcept C67996461 @default.
- W3100837400 hasConcept C71924100 @default.
- W3100837400 hasConceptScore W3100837400C111472728 @default.
- W3100837400 hasConceptScore W3100837400C126322002 @default.
- W3100837400 hasConceptScore W3100837400C136119220 @default.
- W3100837400 hasConceptScore W3100837400C138885662 @default.
- W3100837400 hasConceptScore W3100837400C163415756 @default.
- W3100837400 hasConceptScore W3100837400C202444582 @default.
- W3100837400 hasConceptScore W3100837400C207405024 @default.
- W3100837400 hasConceptScore W3100837400C2776639384 @default.
- W3100837400 hasConceptScore W3100837400C33923547 @default.
- W3100837400 hasConceptScore W3100837400C67996461 @default.
- W3100837400 hasConceptScore W3100837400C71924100 @default.
- W3100837400 hasIssue "8" @default.
- W3100837400 hasLocation W31008374001 @default.
- W3100837400 hasLocation W31008374002 @default.
- W3100837400 hasLocation W31008374003 @default.