References
- Ali, F., Salman, M., Huang, S. (2016). On the commuting graph of dihedral group. Comm. Algebra 44(6):2389–2401.
- Bates, C., Bundy, D., Perkins, S., Rowley, P. (2003). Commuting involution graphs for finite Coxeter groups. J. Group Theory 6:461–476.
- Bates, C., Bundy, D., Perkins, S., Rowley, P. (2003). Commuting involution graphs for symmetric groups. J. Algebra 266(1):133–153.
- Fischer, B. (1971). Finite group generated by 3-transpositions I. Invent. Math. 13:232–246.
- Giudici, M., Pope, A. (2014). On bounding the diameter of the commuting graph of a group. J. Group Theory 17(1):131–149.
- Humphreys, J. E. (1990). Reflection groups and Coxeter groups. Cambridge Stud. Adv. Math. 29.
- Nawawi, A., Rowley (2015). On commuting graphs for elements of order 3 in symmetric groups. Electron. J. Combin. 22(1): Paper 1.21, 12 pp.
- Perkins, S. (2006). Commuting involution graphs in the affine Weyl group Ãn. Arch. Math. 86(1):16–25.
- Richardson, R. W. (1982). Conjugacy Classes of involutions in Coxeter groups. Bull. Austral. Math. Soc. 26:1–15.
- Segev, Y., Seitz, G. M. (2002). Anisotropic groups of type An and the commuting graph of finite simple groups. Pacific J. Math. 202:125–226.