麻豆原创

Although it is an ancient academic discipline, mathematics is still one of today鈥檚 most dynamic and influential fields. One aspect of mathematics consists of abstract ideas and challenging problems; recent successes include the proofs of the Poincare Conjecture, the Sphere-Packing Conjecture, and Fermat鈥檚 Last Theorem. The other aspect of mathematics is its use in other human endeavors, where its impact is stunning. Mathematics has always been indispensable in commerce, physics, and engineering. In recent years, mathematics has driven developments in telecommunications, medicine, computers, finance, insurance, weather forecasting, car and airplane design, and many more. All of the mathematics courses in the major introduce new ways of thinking and develop discipline in thinking carefully and expressing this thought through problem solutions or carefully written arguments.

Learning Outcomes

Upon completion of the baccalaureate degree, students in mathematics are expected to:

Understand what mathematics and statistics are, how they are done, and how they relate to other disciplines;

Use the language of mathematics and statistics to communicate basic ideas, techniques, and results;

Objectively and critically evaluate information and assess performance, using mathematical ideas;

Demonstrate appreciation for the beauty, utility, and impact of mathematics and statistics;

Apply mathematical problem-solving techniques in novel situations;

Use appropriate technology to attack a wide variety of mathematical tasks successfully.

This specialization emphasizes the scientific computing and modeling aspects of applied mathematics. The minimum grade point average in specialization courses is 2.0. A minor or double major in computer science or physics is recommended.