D. Pulji'c

most citedSome Braces of Cardinality

p^{4}

and Related Hopf-Galois Extensions

3 citations · 3 across the 3 of their papers we have counts for

collaborators

3 papers

math.RA2022

Classification of braces of cardinality $p^{4}$

Dora Puljić

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 ri…

math.RA2021

Right Nilpotency of Braces of Cardinality $p^{4}$

Dora Puljić

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 c…

math.RA2021★ 3 cited

Some Braces of Cardinality $p^{4}$ and Related Hopf-Galois Extensions

D. Puljić, A. Smoktunowicz, K. Nejabati Zenouz

We describe all $F_{p}$ -braces of cardinality $p^{4}$ which are not right nilpotent. Our solution illustrates a general way of investigating $F_{p}$ -braces of cardi…

Classification of braces of cardinality p4

Right Nilpotency of Braces of Cardinality p4

Some Braces of Cardinality p4 and Related Hopf-Galois Extensions

Classification of braces of cardinality $p^{4}$

Right Nilpotency of Braces of Cardinality $p^{4}$

Some Braces of Cardinality $p^{4}$ and Related Hopf-Galois Extensions