Michael King

Lecturer in Mathematics

Contact Information


Searles Science Building - 124

Teaching this semester

MATH 2602. Group Theory

An introduction to the theory of finite and infinite groups, with examples ranging from symmetry groups to groups of polynomials and matrices. Properties of mappings that preserve algebraic structures are studied. Topics include cyclic groups, homomorphisms and isomorphisms, normal subgroups, factor groups, the structure of finite abelian groups, and Sylow theorems.