Graduate Student Learning Outcomes

The following are the learning outcomes that the Department of Department of Mathematics and Applied Mathematical Sciences has specified for its Graduate Program.

1. Demonstrate command of mathematical knowledge
   • State, use, and prove essential results in broad areas of mathematics
   • State, use, and prove essential results in specialized subject areas
   • Apply mathematical arguments and techniques to solve problems
2. Conduct advanced mathematical computations
   • Set up and perform advanced computations
   • Use technology and computational methods effectively
3. Construct rigorous mathematical arguments
   • Develop and validate logical proofs
   • Critically evaluate mathematical reasoning
4. Engage in mathematical research
   • Conduct literature reviews and critically analyze existing research
   • Develop research papers and/or critical survey reports in specialized subjects
5. Communicate mathematics effectively
   • Communicate mathematics orally to multiple audiences
   • Communicate mathematics in writing to multiple audiences