Journal of Engineering and Applied Sciences
Year:
2019
Volume:
14
Issue:
13
Page No.
4583 - 4589
References
Anonymous, 2016. Algorithms and programming, Version 4.8.6. Gap-Groups, UK. https://www.gap-system.org/Releases/4.8.6.html
Bates, C., D. Bundy, S. Hart and P. Rowley, 2007. Commuting involution graphs for sporadic simple groups. J. Algebra, 316: 849-868.
CrossRef | Direct Link | Bates, C., D. Bundy, S. Perkins and P. Rowley, 2003. Commuting involution graphs for symmetric groups. J. Algebra, 266: 133-153.
CrossRef | Direct Link | Bertram, E.A., 1983. Some applications of graph theory to finite groups. Discrete Math., 44: 31-43.
CrossRef | Direct Link | Brauer, R. and K.A. Fowler, 1955. On groups of even order. Ann. Math., 62: 565-583.
CrossRef | Direct Link | Camina, A.R. and R.D. Camina, 2011. The influence of conjugacy class sizes on the structure of finite groups: A survey. Asian Eur. J. Math., 4: 559-588.
CrossRef | Direct Link | Cannon, J.J. and C. Playoust, 1997. An Introduction to Algebraic Programming with MAGMA. Springer, Berlin, Germany,.
Everett, A. and P. Rowley, 2010. Commuting involution graphs for 4-dimensional projective symplectic groups. MSc Thesis, School of Mathematics, Manchester Institute for Mathematical Sciences, The University of Manchester, Manchester, England, UK.
Everett, A., 2011. Commuting involution graphs for $3 $-dimensional unitary groups. Electron. J. Comb., 18: 1-11.
CrossRef | Direct Link | Fischer, B., 1971. Finite groups generated by 3-transpositions. Intl. Inventiones Math., 13: 232-246.
Direct Link | Perkins, S., 2006. Commuting involution graphs for A
n. Arch. Math., 86: 16-25.
CrossRef | Direct Link | Rowley, P. and P. Taylor, 2011. Involutions in Jankos simple group. J LMS. J. Comput. Math., 14: 238-253.
CrossRef | Direct Link | Wilson, R.A., 2009. The Finite Simple Groups: Of Graduate Texts in Mathematics. Springer, London, England, ISBN:9781848009875, Pages: 298.