325 Theory of Elem Mathematics I (4) Develops a professional knowledge of the mathematics generally taught in elementary schools (K-6). Part I focuses on number systems, arithmetic, number theory and algebraic concepts. Does not count as an elective for any mathematics major. Prerequisites: Any credit-bearing Mathematics course (MATH 150 is highly recommended), junior/senior status and admission to the program for Elementary or Special Education Teacher Certification. Offered every spring. 326 Theory of Elem Mathematics II (4) Develops a professional knowledge of the mathematics generally taught in elementary schools (K6). Part II focuses on geometry, probability and statistics. Does not count as an elective in any mathematics major. Prerequisite: MATH 325 (grade of C or higher). Offered every fall. 333 Number Theory (4) W An introduction to the study of the set of natural numbers. Topics may include linear congruence, greatest common divisor, Euler’s totient function, Chinese Remainder Theorem, Fermat’s Little Theorem, Wilson’s Theorem, Legendre symbol, and quadratic reciprocity. Prerequisite: ENG 105 with a grade of C or higher and MATH/CS 205 with a grade of C- or higher, or consent. Offered fall of odd-numbered years. 340 Modern Geometries (4) Explores Euclidean and non-Euclidean geometries and the cultural impact of non-Euclidean geometries. Topics may include geodesics, plane geometry, non-Euclidean geometries, finite geometries, complex numbers, and geometric transformations. Prerequisite: MATH/CS 205 with a grade of C- or higher, MATH 217 with a grade of C- or higher, or consent. Offered spring of odd-numbered years. 350 Numerical Methods (4) Examines efficient methods used in solving numerical problems with the aid of a computer. Topics include floating point arithmetic, interpolation and approximation, integration, roots of non-linear equations, ordinary differential equations, and systems of linear equations. Identical to CS 350. Prerequisites: MATH 172 with a grade of C- or higher and CS 212 with a grade of C- or higher, or consent. Offered spring of even-numbered years. 380 Advanced Topics in Mathematics (4) Explores an area of mathematics which is not otherwise included in the curriculum. Students may repeat the course for credit as the topic varies. Prerequisite: MATH 217 with a grade of C- or higher and consent. Offered intermittently. 410 Mathematical Models (4) W An introduction to mathematical models and sensitivity analysis. Emphasizes construction of models for real world applications in a variety of areas. Mathematical software is used extensively for problem solving. Topics include optimization models, linear and discrete programming, dynamic models, and probability models. Prerequisites: ENG 105 with a grade of C or higher, MATH 217 with a grade of C- or higher, and MATH 273 with a grade of C- or higher. Offered fall of even-numbered years. 419 Algebraic Structures II (4) A continuation of Algebraic Structures I, focusing on groups, homomorphism theorems, and Galois Theory. Prerequisite: MATH 319 with a grade of C- or higher. Offered spring of even-numbered years. 470 Internship in Mathematics (2 or 4) An intensive mathematics project conducted in a professional setting. Pass/Fail grading. Prerequisites: junior/senior status, cumulative GPA of at least 2.5, and consent. Offered on demand. 471 Real Analysis (4) A theoretical treatment of continuity and real-valued functions. Topics may include sequences, series, limits, the derivative, and the integral. Prerequisite: MATH 319 with a grade of C- or higher. Offered spring of odd-numbered years. 487 Mathematics Senior Seminar (1) Students read and discuss current journal articles in mathematics. Topics vary and may include problem solving. Pass/fail grading. Prerequisite: declared Mathematics major and senior status, or consent. Offered every spring. 489 Research in Mathematics (2 or 4) Offers students the opportunity to conduct original scientific research in an area of interest. Students work closely with one or more members of the natural science faculty to develop and conduct a research project, then present their findings orally
Virginia Wesleyan University 2021 - 2022 Academic Catalog
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