Classification of Sets that Force a Group
Abstract
In standard group theory, a group is formed from a set and a binary
operation, then properties of the group that results are studied. However,
there are some underlying structures in the sets that form groups. By
considering the sets and determining what can be made from them it is
possible to get information about the group that can be formed with the
set.
Collections
Related items
Showing items related by title, author, creator and subject.
-
Symbolic Dynamics over Free Groups
(2013-10-24)Symbolic dynamics is used to model functions acting on complex topological spaces. This work explores the symbolic dynamics over a non-Abelian group, the free group on two generators. We begin by introducing the fundamentals ... -
Student Engagement from Supplemental Facebook Group Usage at a Post-Secondary Institution
(2015)This was a quantitative investigation and analysis of instructor and student perceptions pertaining to the supplemental use of Facebook Groups at a post-secondary level institution. Nineteen instructors and thirty-two ...
