Abstract: Fundamental domains arise naturally in the study of group
actions on topological spaces. The most basic fundamental domains can
be thought of as a polygonal region that tessellates the plane under the
action of the associated group. In this learning seminar, we discuss
fundamental domains for discrete groups of isometeries, and we prove that the
so called Dirichelt domain is a locally finite fundamental domain for such
groups.
Thinking about UNT?
It's easy to apply online. Join us and discover why we're the choice of over 46,000 students.
Apply now