Induced morphisms between localization genera of groups
JC Mba, PJ Witbooi - Algebra Colloquium, 2014 - World Scientific
JC Mba, PJ Witbooi
Algebra Colloquium, 2014•World ScientificFor a certain class of groups under a given finite group F, we define and compute genus
groups, which coincide with the known genus groups in the case that F is the trivial group.
We prove the existence of various induced homomorphisms between genus groups. We
discover an induced morphism arising from factoring out a finite normal subgroup.
groups, which coincide with the known genus groups in the case that F is the trivial group.
We prove the existence of various induced homomorphisms between genus groups. We
discover an induced morphism arising from factoring out a finite normal subgroup.
For a certain class of groups under a given finite group F, we define and compute genus groups, which coincide with the known genus groups in the case that F is the trivial group. We prove the existence of various induced homomorphisms between genus groups. We discover an induced morphism arising from factoring out a finite normal subgroup.
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