In general, the student should take at least four applied mathematics courses at the 3000 level or higher. Fall semester: APPM 4350 (Methods in Applied Mathematics I), MATH 3001 of Advanced Calculus ...

The aim of this course is to introduce mathematical modeling to students interested in applied mathematics. The intended audience are undergraduate seniors in applied mathematics or 1st year graduate ...

This track is focused on providing our students with the mathematical and computational skills needed to develop and maintain mathematical models. A mathematical model is a rendering of some ...

Mathematical models of real-world phenomena are often nonlinear and too complicated to be solved exactly. Thus, new mathematical methods are required to analyse these models and determine what their ...

Applications to illustrate typical problems and methods of applied mathematics. Mathematical formulation of models for phenomena in science and engineering, problem solution, and interpretation of ...

The SIAM Journal on Applied Mathematics is an interdisciplinary journal containing research articles that treat scientific problems using methods that are of mathematical interest. Appropriate subject ...

Introduces students to ideas and techniques from discrete mathematics that are widely used in science and engineering. Mathematical definitions and proofs are emphasized. Topics include formal logic ...

Mathematics is a universal language that explains the currents of the ocean, string theory, the spiral of a snail’s shell or the growth of a fern. When you study pure and applied mathematics, you ...

Abstract, pure math – solving disembodied equations filled with x's and y's – can often seem boring. Creative math teachers commonly try to come up with concrete, real-world examples to motivate ...