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pro vyhledávání: '"dora puljic"'
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dora puljic
We describe all Fp-braces of cardinality p4 which are not\ud right nilpotent. The constructed braces are solvable and prime and\ud contain a non-zero strongly nilpotent ideal. We use the constructed\ud braces to construct examples of finitely dimensi
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Autor:
dora puljic
Publikováno v:
dora puljic
We determine right nilpotency of braces of cardinality $p^4$. If a brace of cardinality $p^4$ has an abelian multiplicative group, then it is left and right nilpotent, so we only consider braces with non-abelian multiplicative groups. We show right n
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Autor:
dora puljic
Publikováno v:
dora puljic
We classify nilpotent pre-Lie rings of cardinality $p^4$ and thereby braces of the same cardinality, for a sufficiently large prime $p$. It has been shown that nilpotent pre-Lie rings of cardinality $p^n$ correspond to strongly nilpotent braces of th
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https://explore.openaire.eu/search/publication?articleId=doi_dedup___::7bfabf2b18361708411926efc8144c49
https://arxiv.org/pdf/2211.04235.pdf
https://arxiv.org/pdf/2211.04235.pdf