Program Overview
The PhD in Applied Mathematics at UAB equips students with advanced expertise in both pure and applied mathematics for careers in various disciplines. Through on-campus instruction, real-world experience, and comprehensive exams, students develop strong analytical and problem-solving skills. The program emphasizes interdisciplinary research, grant funding, and global networking, preparing graduates for leadership roles in business, industry, and academia.
Program Outline
Degree Overview:
This PhD program in Applied Mathematics at UAB is designed for students seeking a high-level expertise in both pure and applied mathematics. The program aims to equip students with the knowledge and skills to apply their mathematical understanding to various disciplines, preparing them for careers in business, industry, government, and other fields. The program emphasizes real-world experience and provides extensive outside grant support to fund research and doctoral work. Students have the opportunity to interact with faculty and the global mathematical community through professional meetings and networking with faculty at other universities.
Assessment:
The program includes a comprehensive exam that students must pass. Additionally, students are required to prepare a dissertation.
Teaching:
The program delivers most of its content through on-campus, in-person meetings.
Careers:
The program prepares students for careers in business, industry, government, and other fields.
Other:
Before entering the program, students are tested on their knowledge of real analysis and applied linear algebra. The program requires 54 semester hours of courses at the 600 and 700 level, with at least 18 hours in applied mathematics and a minimum of 12 hours in an outside field such as computer science or physics.
