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Course Criteria
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3.00 Credits
Vectors in the plane and in space, vector calculus, infinite series, polar coordinates, parametric forms, partial differentiation, multiple integration, vector analysis, and applications of these concepts. Prerequisites: MAT 1825 with a grade of at least "C" or Instructor's Permission. (Every Fall
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3.00 Credits
Euclidean vectors, complex numbers, and topics in linear algebra including linear systems, matrices, determinants, eigenvalues, and bases in Euclidean space. Prerequisites: MAT 1815 or Instructor's Permission. (Every Spring)
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3.00 Credits
Introduction to ordinary differential equations, first-order equations, second- and higher-order linear equations, and systems of linear equations. Prerequisite: MAT 2815 with grade of C or better. (Every Spring)
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10.00 Credits
This internship provides the opportunity for juniors and seniors to participate in college-related career training. The internship can be completed by participating in a mathematics-related activity requiring the significant use of college level mathematics. One example is tutoring in the Learning Center during the course of a semester. Students will receive variable credit based on time spent at the activity during the term. The student can collect no more than 10 semester hour credits for this course. Prerequisite: Prior approval of Math Department Chair. (Every Semester)
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3.00 Credits
Introductory course in groups, rings, fields, and mathematical proofs. Prerequisite: MAT 2703 Discrete Mathematics with a grade of C or better. (Alternating Fall Semesters)
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3.00 Credits
Regression and ANOVA, SAS programming, basic inference, basic discrete, continuous and multivariate probability distributions and their applications, MGFs and probability transition matrices. Prerequisites: MAT 2815 and MAT 2023. (Alternating Spring Semesters)
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3.00 Credits
Course covers a topic of interest under the direction of a faculty member. May be repeated for credit with a change in subject. Prerequisite: Permission of the instructor. (On Demand)
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3.00 Credits
Study of Euclidean and non-Euclidean geometries. Prerequisite: MAT 2703. (Fall, On Demand)
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3.00 Credits
Theory of limits, continuity, differentiation, integration, series, and mathematical proof. Prerequisite: MAT 2703 with a grade of C or better. (Alternating Fall Semesters)
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3.00 Credits
Solutions of equations in one variable, approximation, numerical methods of differentiation and integration, solutions of ordinary and partial differential equations, solutions to linear and non-linear systems. Prerequisite: MAT 2703, MAT 2913, BUS 2313 and proficiency in a programming language. (Spring, On Demand)
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