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What is Automorphisms in Finite p-Groups about?

This paper discusses the non-inner automorphism conjecture (NIAC) and the divisibility problem (DP) in the context of finite p-groups. The authors provide a cohomology-free proof of a theorem by Yadav, demonstrating that if a finite p-group G is a Camina pair, then the order of G divides the order of its automorphism group. They also establish connections between NIAC and DP, proving the existence of non-inner automorphisms for certain finite p-groups.

Author

Prem Dagar

Language

EN