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Course Criteria
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3.00 Credits
Prerequisite: MATH 227 or MATH 232. (Recommended corequisite: MATH 307) **EFFECTIVE FALL 2010** Prerequisite: MATH 137 (Recommended corequisite: Math 307) Methods of solution of differential equations, existence and nature of solutions, systems of differential equations, applications, and numerical solutions.
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3.00 Credits
Effective Fall 2010 Prerequisites: MATH 237 and MATH 307 and MATH 310 with a grade of C or better. Basic concepts and techniques of real analysis, including proofs by induction and contradiction, the number system, functions of real variables, sets, series and sequences, cardinality, continuity, convergence, and elementary topology.
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3.00 Credits
Prerequisite: MATH 331 or equivalent. Special topics in Laplace transforms, linear algebra and complex analysis. Designed for engineering students.
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3.00 Credits
Prerequisites: MATH 237 and MATH 331 with grades of "C" and higher Matrices, systems of ordinary differential equations, complex variables, and at leastone of the topics from Fourier analysis, numerical analysis or optimization (linear programming, Language Multipliers)
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3.00 Credits
Effective Spring 2010 Corequisite: MATH 136 Equivalent Course: CS 371 Prerequisites: CS 180 with a grade of 'C' or better. Prerequisite or Corequisite: Math 136. Special Requirement: Enrollment in the Gatton Academy of Mathematics and Science or Honors Program eligibility at WKU. Problem-solving tools and techniques, with an emphasis on mathematical reasoning, algorithmic techniques, and computational methods. Techniques and tools are applied to (research) areas of interet to enrolled students, in the context of a project involving program design and implementation. The course is taught jointly by mathematics and computer science faculty. Equivalent to CS 371
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3.00 Credits
Effective Fall 2010 Prerequisite/Corequisite: MATH 237. Prerequisites: MATH 310, Axioms and laws of probability; discrete and continuous probability distributions; multivariate distributions; random variables; expectation; moment generating functions; Central Limit Theorem.
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1.00 Credits
(May be repeated for up to a total of 3 hours credit.) Prerequisite: MATH 327. Students will work on a topic of interest under the direction of a mathematics faculty member, who will set the requirements for the course. Mathematics majors could have the opportunity to continue this work in MATH 498.
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3.00 Credits
Effective Fall 2010 Prerequisites: MATH 205 and MATH 206 with a grade of C or better, OR MATH 211 and MATH 212 with a grade of C or better. Both formal and informal methods are used to explain the basic concepts of Euclidean geometry. Emphasis is given to the investigative approach, organizational skills, and problem solving.
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3.00 Credits
Prerequisites: MATH 237 or 307 or 310 and CS 180 or CS 230 or permission of instructor. Computer arithmetic, roots of equations, polynomial approximation and interpolation, numerical differentiation and integration. Computer solutions of problems will be required.
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3.00 Credits
Prerequisites: MATH 237,307,331, and either MATH 405 or CS 405. The solution of linear systems by direct and iterative methods, matrix inversion, the calculation of eigenvalues and eigenvectors of matrices. Initial and boundary value problems in ordinary differential equations. Computer solution of problems will be required.
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