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Showing 21 - 40 results of 84 for search '"nilpotency"', query time: 0.02s Refine Results
  1. 21
    Free \(n\)-nilpotent dimonoids
    by Zhuchok, Anatolii V.
    Published 2018
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  2. 22
    On one-sided Lie nilpotent ideals of associative rings
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  3. 23
    On \(S\)-quasinormally embedded subgroups of finite groups
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  4. 24
    On the structure of low-dimensional Leibniz algebras: some revision
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  5. 25
    A note on multidegrees of automorphisms of the form \((\exp D)_{\star}\)
    by Karaś, M., Pękała, P.
    Published 2023
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  6. 26
    A nilpotent non abelian group code
    by Nebe, Gabriele, Schäfer, Artur
    Published 2018
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  7. 27
    On the algebra of derivations of some low-dimensional Leibniz algebras
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  8. 28
    On the algebra of derivations of some low-dimensional Leibniz algebras
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  9. 29
    A nilpotent non abelian group code
    by Nebe, Gabriele, Schäfer, Artur
    Published 2018
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  10. 30
    A note on multidegrees of automorphisms of the form \((\exp D)_{\star}\)
    by Karaś, M., Pękała, P.
    Published 2023
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  11. 31
    A new characterization of groups with central chief factors
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  12. 32
    On algebras that are sums of two subalgebras
    by Kępczyk, Marek
    Published 2025
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  13. 33
    On the structure of the algebras of derivations of some non-nilpotent Leibniz algebras
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  14. 34
    The influence of weakly \(s\)-permutably embedded subgroups on the \(p\)-nilpotency of finite groups
    by Li, Changwen
    Published 2018
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  15. 35
    Torsion-free groups with every proper homomorphic image an \(\bf N_1\)-group
    by Ercan, Selami
    Published 2018
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  16. 36
    On the Lie ring of derivations of a semiprime ring
    by Artemovych, Orest D., Kular, Kamil
    Published 2018
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  17. 37
    On the structure of the algebras of derivations of some non-nilpotent Leibniz algebras
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  18. 38
    On algebras that are sums of two subalgebras
    by Kępczyk, Marek
    Published 2025
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  19. 39
    On groups whose subgroups of infinite special rank are transitively normal
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  20. 40
    On the non–periodic groups, whose subgroups of infinite special rank are transitively normal
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