Author:
O’Brien E. A.,Prajapati Sunil Kumar,Udeep Ayush
Funder
Marsden Fund
Science and Engineering Research Board, Government of India
University Grants Commission, Government of India
Publisher
Springer Science and Business Media LLC
Reference36 articles.
1. Abbaspour, M.H., Behravesh, H.: A note on quasi-permutation representations of finite groups. Int. J. Contemp. Math. Sci. 4(27), 1315–1320 (2009)
2. Bakshi, G.K., Kulkarni, R.S., Passi, I.B.S.: The rational group algebra of a finite group. J. Algebra Appl. 12(03), 1250168 (2013)
3. Behravesh, H.: Quasi-permutation representations of $$p$$-groups of class 2. J. Lond. Math. Soc. 55(2), 251–260 (1997)
4. Behravesh, H.: The minimal degree of a faithful quasi-permutation representation of an abelian group. Glasgow Math. J. 39(1), 51–57 (1997)
5. Behravesh, H.: Quasi-permutation representations of metacyclic $$p$$-groups with non-cyclic center. Southeast Asian Bull. Math. 24, 345–353 (2000)