Lattice Theory

Abstract: This branch of Universal Algebra builds Algebraic Structures on partially ordered sets. It has applications in different branches of Science and Mathematics. This talk is an introductory lecture on this topic with applications.

In it we will explore different kinds of posets on finite and infinite sets. Lattices of subgroups, vector spaces, topological spaces, etc, and lattice homomorphisms will be discussed briefly with in-class exercises. A continuation of concepts on my previous talk on building lattices of parsimonious regression models will be discussed towards the end of the talk.

statistics theory

Audience: learners

Fraser Valley Math & Stats Seminar

Series comments: Contact the organizer to be added to the mailing list and get access to the livestream.