PhD Program

WPI’s Mathematical Sciences PhD program aims to produce active and creative problem solvers, capable of significant contribution in academic and industrial environments. Candidates work with distinguished faculty from the well-funded department to solve complex, real-world problems, as well as conduct original independent research.

One distinguishing feature of this program is a PhD project to be completed under the guidance of an external sponsor, e.g., from industry or a national research center. The purpose of the project is to connect theoretical knowledge with relevant applications, to improve skills in applying and communicating mathematics, and to introduce the candidate to potential employers.

Students who earn a PhD in Mathematical Sciences from WPI have boundless career options. Aside from remaining in academia teaching, conducting research, or entering a postdoctoral program, graduates are recruited to work as high-level mathematicians across agencies, in both the private and public sectors.

 
  • Email a Friend
  • Bookmark this Page
  • Share this Page
  • Bogdan Vernescu

    Faculty Profile

    Name: Bogdan Vernescu
    Department: Mathematical Sciences
    Title: Department Head

    Vernescu’s research has been focused on using mathematical techniques for modeling multiscale phenomena, with an emphasis on the multiscale mechanics of heterogeneous materials.

    Learn more...

  • William Martin

    Faculty Profile

    Name: William Martin
    Department: Mathematical Sciences
    Title: Professor

    Professor Martin was recently awarded a grant to investigate problems in algebraic combinatorics with applications in digital communications and quantum information theory.

    Learn more...

  • Dalin Tang

    Faculty Profile

    Name: Dalin Tang
    Department: Mathematical Sciences
    Title: Professor

    Highlighted by the NIH, Tang leads the research group developing diagnostic tools to help identify plaques at risk of rupture, the leading cause of heart attacks and stroke.

    Learn more...