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  • As mentioned in previous articles, we try to obtain some general results in problematic of finding bases and the indices of solvability of alternative nil-algebras of different indices using the superalgebra method. This way, we constructed the bases of the free alternative nil-superalgebras on one odd generator of different indices, more precisely for the nil index 2 and 3 respectively (published in [1,3]). Finding of the base of the alternative nil-superalgebra of nil index 4 and 5, is in process.
  • As mentioned in previous articles, we try to obtain some general results in problematic of finding bases and the indices of solvability of alternative nil-algebras of different indices using the superalgebra method. This way, we constructed the bases of the free alternative nil-superalgebras on one odd generator of different indices, more precisely for the nil index 2 and 3 respectively (published in [1,3]). Finding of the base of the alternative nil-superalgebra of nil index 4 and 5, is in process. (en)
Title
  • Obtained results about the free alternative nil-superalgebras on one odd generator of different indices
  • Obtained results about the free alternative nil-superalgebras on one odd generator of different indices (en)
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  • Obtained results about the free alternative nil-superalgebras on one odd generator of different indices
  • Obtained results about the free alternative nil-superalgebras on one odd generator of different indices (en)
skos:notation
  • RIV/68407700:21230/10:00166034!RIV11-AV0-21230___
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  • 276147
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  • RIV/68407700:21230/10:00166034
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  • alternative algebra; superalgebra; base; index of solvability (en)
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  • [3446AD679DFA]
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  • Praha
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  • Scholtzová, Jiřina
  • Zhukavets, Natalia
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  • České vysoké učení technické v Praze
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  • 978-80-01-04513-8
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  • 21230
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