Program Outcomes 

After successful completion of a Three-Year Degree Program in Mathematics, a student should be able to: 

• Have the versatility to work effectively in a broad range of analytic, scientific, government, financial, health, technical and other positions. 

• Have a broad background in Mathematics an appreciation of how its various sub-disciplines are related, the ability to use techniques from different areas, and an in-depth knowledge of topics chosen from those offered through the department. 

• By mathematically, and numerically literate, Graduates will recognize the importance and value of mathematical thinking, training, and approach to problem-solving, in a diverse variety of disciplines.

• Be familiar with a variety of examples where mathematics helps accurately explain abstract or physical phenomena.

• Be able to independently read the mathematical literature of various types, including survey articles, scholarly books, and online sources.

• Recognize and appreciate the connections between theory and applications.

• Be life-long learners who can independently expand their mathematical expertise when needed or for interest’s sake.