PhD in Mathematics

Doctoral students pursue research across a wide range of mathematical fields within the department. These include areas such as algebra, analysis, geometry and topology, differential equations and dynamical systems, discrete mathematics and combinatorics, numerical analysis, and probability and statistics.

As students progress through the program, they select a research area and work with a faculty advisor whose expertise aligns with their academic interests.

The PhD program combines advanced coursework with comprehensive examinations and original research. Students begin by completing graduate coursework that provides a strong foundation in modern mathematics while preparing for qualifying examinations.

As students advance in the program, they select a faculty advisor and develop a dissertation topic under the guidance of an advisory committee. The program culminates in the completion of an original research dissertation and a public dissertation defense.

Throughout the program, students work closely with faculty mentors and advisory committees to develop a plan of study and research agenda.

Doctoral students participate in seminars, collaborate with faculty researchers and contribute to ongoing mathematical research. Many students present their work at conferences or publish their findings in scholarly journals.

This research experience prepares graduates for careers in academia, research institutions and technical industries.