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Nov 23, 2024
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2024-2025 Graduate Catalog
Computational Science and Statistics (Ph.D.) - Mathematics Specialization
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Program Coordinator/Contact
Eun Heui Kim, Department Head
Donald Vestal, Associate Professor/Graduate Coordinator
Department of Mathematics and Statistics
Chicoine Architecture, Mathematics and Engineering Hall 209, Box 2225
605-688-6196
Program Information
The Computational Science and Statistics Ph.D. program is designed to train students to integrate computational and statistical methodologies to formulate, model, analyze, and solve research problems of interest in a wide variety of applied and theoretical contexts. The Mathematics Specialization will emphasize curriculum and research programs related to development of computational strategies for modeling and analysis that incorporates large and complex datasets.
Course Delivery Format
Courses will typically be delivered in on-campus classrooms, with occasional courses offered online.
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Student Learning Outcomes
- Students will understand mathematical and statistical models.
- Students will be able to construct and apply standard mathematical and statistical models.
- Students will be able to conduct research using appropriate software to implement these models.
- Students will be able to disseminate the results of their research to others.
- Students will be able to apply Argument Deconstruction in mathematics and statistics.
Available Options for Graduate Degrees
Doctor of Philosophy |
60 Credit Plan |
Additional Graduation Requirements
Students must also pass qualifying exams based on the program’s core sequences and written and oral comprehensive exams as designed by the student’s advisory committee.
Additional Admission Requirements
GRE: Not required
TOEFL: 90 Internet-based
TOEFL Essentials: 9.5
IELTS: 6.5
Duolingo: 115
Three letters of reference with one being from master’s advisor, a letter of research interest and intent with a focus on area of research interest, transcripts, and a resume.
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Return to: Programs and Degrees (Listed Alphabetically by Degree)
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