On the Exterior Degree of the Wreath Product of Finite Abelian Groups

@inproceedings{Manaf2013OnTE,
  title={On the Exterior Degree of the Wreath Product of Finite Abelian Groups},
  author={Fadila Normahia Abd Manaf and Francesco G. Russo and Nor Haniza Sarmin},
  year={2013}
}
The exterior degree d∧(G) of a finite group G has been recently introduced by Rezaei and Niroomand in order to study the probability that two given elements x and y of G commute in the nonabelian exterior square G ∧ G. This notion is related with the probability d(G) that two elements of G commute in the usual sense. Motivated by a paper of Erovenko and… CONTINUE READING