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math.GR2019
A family of non-FSZ finite symplectic groups
Marc Keilberg
Let be an odd prime with . Then for any odd power of and a positive integer we show that the groups , a…
math.GR2017★ 2 cited
Some behaviors of FSZ groups under central products, central quotients, and regular wreath products
Marc Keilberg
We show that any group with a non- quotient by a central cyclic subgroup also provides a non- group of order obtained as a central product of with a cy…
math.GR2016
The FSZ properties of sporadic simple groups
Marc Keilberg
We investigate a possible connection between the properties of a group and its Sylow subgroups. We show that the simple groups and , as well as all sporadic…
math.GR2016
Examples of non-FSZ p-groups for primes greater than three
Marc Keilberg
For any prime and we construct examples of non- groups of order . In the special case of this yields groups of order …