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Course Criteria
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4.00 Credits
Introduces three-dimensional analytic geometry, multivariable calculus, real-valued functions of several variables, limits and continuity, partial derivatives, multiple integration. Prerequisite: C or better in MA 152
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4.00 Credits
Focuses on sets and linear mappings, vector spaces and subspaces, inner product spaces, matrix theory, determinants and eigenvalues. Prerequisite: C or better in MA 152
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3.00 Credits
Designates new or occasional courses on a timely topic or a faculty member's particular interest. Course title is shown on the student's transcript. Consult the current course schedule for available topics and current prerequisites.
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3.00 Credits
Introduces students to the understanding and creation of rigorous mathematical arguments and proofs. Includes methods of proof, set theory, relations and functions, properties of the integers, real and complex numbers and polynomials. Prerequisite: Sophomore standing or C or better in MA 152
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3.00 Credits
Designed specifically for students interested in education. Includes study of axiomatic systems, Euclidean and non-Euclidean geometry, projective geometry, incidence and separation properties in 2 and 3 space, and inversion in a circle and in a sphere. Junior standing or permission of Mathematics Department
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3.00 Credits
Focuses on structures and properties of graphs and their applications. Topics include: traversability, trees, connectivity, network flow, graph coloring, chromatic number and planarity. Discussion of application of graph theory to computer science, transportation, scheduling, communication, chemistry and a variety of other fields. Prerequisite: C or better in MA 301
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3.00 Credits
Addresses probability, discrete random variables and their distributions. Applied approach to estimation, correlation, regression and hypothesis testing. Prerequisite: C or better in MA 152
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3.00 Credits
Focuses on continuous random variables and their distributions, multivariate distributions, expectation, theory of estimation, method of moments and of maximum likelihood. Prerequisites: MA 253 and MA 331
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3.00 Credits
Focuses on equations involving functions and one or more of its derivatives. Examines first-order differential equations, numerical and qualitative techniques for solving differential equations, linear systems, geometry of linear systems, and applications to forcing/resonance. If time permits, the course will address the Laplace Transform, convolutions, and advanced numerical methods for solving differential equations. Prerequisite: C or better in MA 253
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3.00 Credits
Explores algebraic systems, group theory, quotient structures, isomorphism theorems, ring theory and ideals, as well as integral domains and fields. Prerequisite: C or better in MA 301
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