Computing, School of
School of Computing: Faculty Publications
Accessibility Remediation
If you are unable to use this item in its current form due to accessibility barriers, you may request remediation through our remediation request form.
Document Type
Article
Date of this Version
1989
Citation
Internat. J. Math. & Math. Sci. VOL. 12 NO. 2 (1989) 263-266
Abstract
For a finite group G and an arbitrary prime p, let Sp (G) denote the intersection of all maximal subgroups M of G such that [G:M] is both composite and not divisible by p; if no such M exists we set Sp (G) = G. Some properties of G are considered involving Sp (G). In particular, we obtain a characterization of P G when each M in the definition of Sp (G) is nilpotent.
COinS