Cost & earnings at Syracuse University What students borrow here, and what they go on to earn
The PhD in Mathematics with a focus in Computational Mathematics at Syracuse University is a research-led programme that trains students in numerical analysis, scientific computing and computational modelling for application across science and engineering. It suits mathematically rigorous students who want to develop algorithmic and computational skills for academic research, high-performance computing or industry roles solving large-scale quantitative problems.
The PhD in Mathematics with an emphasis on Computational Mathematics combines advanced coursework, qualifying examinations and an original research dissertation. Core topics typically include numerical analysis, scientific computing, numerical linear algebra, numerical methods for partial differential equations, optimisation, and uncertainty quantification. Students also study complementary areas such as high-performance computing, scientific programming, inverse problems, stochastic modelling and computational statistics depending on research interests.
Successful applicants normally hold a strong undergraduate degree in mathematics, applied mathematics, computer science, engineering or a closely related discipline; many have a master’s-level qualification with coursework in advanced calculus, linear algebra, differential equations and numerical methods. The department looks for demonstrated mathematical maturity and experience with programming and numerical computation.
Graduates with a PhD in Computational Mathematics pursue careers across academia, industry and government. Common paths include tenured and research-track academic positions, postdoctoral appointments, research scientist roles at national laboratories, and applied research or quantitative roles in technology, finance, engineering and biotech firms.
Syracuse University offers a collaborative environment with faculty working at the intersection of mathematics, computation and application domains. The department supports close faculty mentoring, access to university computational resources and opportunities for interdisciplinary collaboration with engineering, computer science and scientific disciplines. The programme emphasises both theoretical rigour and practical computational skills, preparing graduates to lead research projects and to translate mathematical methods into high-impact applications.
Doctoral students benefit from a research-active faculty, seminar series, and opportunities to present work at conferences. Financial support through teaching and research assistantships is typically available to qualified doctoral candidates, providing a pathway to focus on research and professional development.
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