Groups of nilpotency class 2 of order \(p^4\) as additive groups of local nearrings
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Publication:6630969
DOI10.12958/ADM2269MaRDI QIDQ6630969
Publication date: 31 October 2024
Published in: Algebra and Discrete Mathematics (Search for Journal in Brave)
Cites Work
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- Local nearrings with dihedral multiplicative group.
- Theory of groups of finite order.
- On local near-rings
- Über endliche Fastkörper.
- Local nearrings on non-metacyclic Miller-Moreno groups.
- Local nearrings with an additive Miller-Moreno non-metacyclic \(p\)-group.
- Local nearrings on finite non-abelian $2$-generated $p$-groups
- Additive Groups of Local Near-Rings
- The Near-Rings with Identities on Certain Finite Groups.
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- Local Near-Rings Of Cardinality P2
- ON THE CONSTRUCTION OF FINITE LOCAL NEAR-RINGS (I): ON NON-CYCLIC ABELIAN p-GROUPS
- ON THE CONSTRUCTION OF FINITE LOCAL NEAR-RINGS (II): ON NON-ABELIAN p-GROUPS
- Research in near-ring theory using a digital computer
- Local nearrings on elementary abelian groups of order \(p^3\)
- Lower bounds for the number of local nearrings on groups of order \(p^3\)
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