Deepak Gumber, Mahak Sharma
Published 2011-05-31, updated 2011-11-02Version 3
We characterize all finite p-groups G of order p^n(n\leq 6), where p is a prime for n\leq 5 and an odd prime for n = 6, such that the center of the inner automorphism group of G is equal to the group of central automorphisms of G.
Comments: version 2. To appear in Communications in Algebra
Comment on: The groups of order $p^6$ ($p$ an odd prime) By Rodney James, Math. Comput. 34 (1980), 613-637
Orbits in Extra-special $p$-Groups for $p$ an Odd Prime
On tensor analogues of commuting automorphisms and central automorphisms
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