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| Name | Description & Textbook |
| Math 090 Intermediate Algebra |
Linear equations, rational expressions,
quadratic equations, graphing, exponentials and logarithms, systems of
linear equations. Intermediate Algebra by K. Elayn Martin-Gay, 4th edition, 2005; Pearson-Prentice Hall |
| math 160 Finite Mathematics for Business |
Introduction to probability, statistics, and
matrices, with emphasis on business applications. Finite Mathematics & Its Applications (9th ed) by Goldstein, Schneider, & Siegel. online material on www.coursecompass.com: MyMathLab |
| math 165 Calculus for Business |
Introduction to differential and integral calculus of algebraic, exponential and logarithmic functions and techniques of partial derivatives and optimization. Emphasis on business applications. |
| math 180 Calculus I |
Differentiation, curve sketching,
maximum-minimum problems, related rates, mean-value theorem, antiderivative,
Riemann integral, logarithm, and exponential functions. Calculus, Early transcendentals, by Jon Rogawski, W. H. Freeman. |
| math 210 Calculus III |
Vectors in the plane and space, vector valued
functions, functions of several variables, partial differentiation,
maximum-minimum problems, double and triple integrals, applications, Green's
theorem. Multivariable Calculus (Early Transcendentals ) by Jon Rogawski, W. H. Freeman. |
| math 220 Introduction to Differential Equations |
Techniques and applications of differential equations. First order equations: separable and linear. Linear second order equations, Laplace transforms, and series solutions. Graphical and numerical methods. Fourier series and partial differential equations. |
| math 417 Complex Analysis with Applications |
Complex numbers, analytic functions, complex
integration, Taylor and Laurent series, residue calculus, branch cuts,
conformal mapping, argument principle, Rouche's theorem, Poisson integral
formula, analytic continuation. Complex variables and Applications 7th edition. by J. Brown and R. Churchill |
| math 480 Applied Differential Equations |
Linear first-order systems. Numerical methods.
Nonlinear differential equations and stability. Introduction to partial
differential equations. Sturm-Liouville theory. Boundary value problems and
Green's functions. Boyce and DiPrima, Elementary Differential Equations, 8th ed. |
| math 481 Applied Partial Differential Equations |
Initial value and boundary value problems for second order linear equations. Eiqenfunction expansions and Sturm-Liouville theory. Green's functions. Fourier transform. Characteristics. Laplace transform. |