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Courses offered in the past four years. Our study will include the First Order Richardson, Steepest Descent, and Conjugate Gradient algorithms for linear systems, and the power method for eigenvalue problems. MATH or by waiver 3 hrs. Steve Abbott, Chair Warner Hall Fulfills the capstone senior work requirement for the mathematics major. Many real-life applications simplify to these scenarios and often involve millions of variables.

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Courses offered in the past four years.

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Calculus II A continuation of MATH , may be elected by first-year students who have had an introduction to analytic geometry and calculus in secondary school. Topics include limits, continuity, differential calculus of algebraic and trigonometric functions with applications to curve sketching, optimization problems and related rates, the indefinite and definite integral, area under a curve, and the fundamental theorem of calculus. We will also introduce basic methods of computational fluid dynamics. Inverse functions and the logarithmic and exponential functions are also introduced along with applications to exponential growth and decay. Equations of study will include the Poisson, diffusion, and Navier-Stokes equations. Our study will include the First Order Richardson, Steepest Descent, and Conjugate Gradient algorithms for linear systems, and the power method for eigenvalue problems. Additionally, we will study the stability, efficiency, and implementation of algorithms.

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