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Course Criteria
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3.00 Credits
Discrete probability including independence, conditional probability, Bernoulli trials,and Bayes’ Rule. Discrete and continuous random variables and their applications. Prerequisite: MA140. Spring semester, even-numbered years. 3 credits.
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3.00 Credits
A continuation of MA230. Sampling distributions, estimation, hypothesis testing, regression and correlation, analysis of variance. Prerequisite: MA230. Fall semester, even-numbered years. 3 credits.
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3.00 Credits
Designed to broaden the student’s background of the history of mathematics and to prepare for a professional career with various scholarly activities in mathematics. Prerequisite: MA140. Spring semester, odd-numbered years. 3 credits.
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3.00 Credits
Numerical methods of finding roots of equations, numerical integration, numerical methods in linear algebra including matrix inversion and eigenvalues, interpolation, curve fitting, numerical solutions of differential equations. Prerequisites: CS130, MA200, and MA225. CS140 recommended. Spring semester, odd-numbered years. 3 credits.
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3.00 Credits
The study of algebraic structures including rings, integral domains, fields, and groups with their applications to the real numbers, complex numbers, and polynomials. Prerequisites: MA205 and MA225 or the consent of the instructor. Fall semester, even-numbered years. 3 credits.
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4.00 Credits
First,second,and higher order linear differential equations with applications; linear systems of differential equations; LaPlace transforms and series solutions; boundary value problems; Fourier series. Prerequisite: MA200. Fall semester, odd-numbered years. 4 credits.
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3.00 Credits
Complex numbers and the geometry of the complex numbers; functions of a single complex variable and the calculus of these functions; Cauchy’s theorem; residues with applications toward real integrals; analytic functions and power series; and conformal mapping. Prerequisites: MA200 and MA205 or instructor’s permission. Fall semester, odd-numbered years. 3 credits.
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3.00 Credits
A study of graph theory, including Euler tours, Hamiltonian cycles, spanning trees,coloring, and flows over a network. Both mathematical proofs and algorithms for detecting these features in graphs will be considered. Prerequisite: MA205. Fall semester, even-numbered years. 3 credits.
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0.00 Credits
By arrangement. Repeatable for credit. Permission required. Variable credit.
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0.00 Credits
By arrangement. Repeatable for credit. Permission required. Variable credit.
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