A survey course in three parts. I: the theorems of Burnside, Sylow, and Jordan-Holder, toward the classification of finite simple groups. II: rings and modules over PIDs. III: Representation theory.
This course covers topics from discrete mathematics and number theory, areas of mathematics not seen in calculus courses and abundant in applications, that provide students with the concepts and techniques of mathematical proof needed in 300 level courses in mathematics.
Seminario Sabanero de Combinatoria
Assistant Professor
Department of Mathematics and Statistics