Program Learning Outcomes (PLOs)
1) Graduating students will have demonstrated a deep understanding of higher concepts in two or more of the following core areas of mathematics; analysis; algebra; geometry/topology; applied mathematics; and numerical analysis.
2) Graduating students will have demonstrated a master of higher concepts in two or more of the following core areas of mathematics: analysis; algebra; geometry/topology; applied mathematics; and numerical analysis.
3) Graduates will be able to summarize major themes and current research problems in their area of specialization.
4) Graduates will be able to write original research papers in their area of research.
5) Graduates will have carried out and presented an original work of research in their discipline.