Course Directory

Calculus Bus II

Applies integral calculus to business and the social sciences. Includes rules of integration, definite and indefinite integrals, series, and partial derivatives. MATH 232-3 are designed for students outside the natural sciences. Prerequisite: MATH 232 or the equivalent. Each semester.

Applied Calculus

Covers the concepts and applications of differential and integral calculus. Includes derivatives and their applications, integrals and their applications, integration techniques, numerical integration, and the calculus of several variables. For students in the social, behavioral, and biomedical sciences. Prerequisite: MATH 171 or satisfactory score on the departmental placement examination. Each semester.

Calculus I

Covers elementary analytic geometry, limits, continuity, differentiability, applications, definition of the Riemann integral, and the fundamental theorem of Calculus. Students in mathematics and sciences and better-prepared students in other disciplines are encouraged to select MATH 270-271 instead. Prerequisite: C or better in MATH 171 or satisfactory score on the departmental placement examination. Each semester.

Calculus II

Reviews limits and definition of the Reimann integral. Covers applications, integration techniques, and topics in analytic geometry. Prerequisite: MATH 270. Each semester.

Calculus III

Reviews sequences and series. Analyzes geometry of 3-space, vectors, vector functions, basic properties of limits, continuous and differentiable functions of several variables, and multiple integrals. Prerequisite: MATH 271. Each semester.

Mathematical Modeling

Develops higher-level problem solving strategies using mathematics to solve real world problems. Applications from diverse disciplines will be represented by mathematical models that will then be solved and analyzed in the context of each problem. Pr,"erequisite: ENG 110 (or equivalent) and one of either MATH 270 or 260, both with grades of C or better. Annually.

Calculus Workshop

Overview of the calculus sequence that allows students to examine problems in differential and integral calculus by applying simultaneously the methods learned from the entire sequence. Discusses some new topics and techniques in analysis. Prerequisi,te: MATH 272. Annually.

Projects In Mathematics

The course is designed to provide undergraduates with practical experience in the real-world use of Mathematics. Students will work on projects that provide exposure to emerging areas of Mathematics such as Applied Mathematics, Mathematical Modeling, Industrial Mathematics, Computational Science, and Mathematical Programming. A maximum of eight credits in this course may be applied toward graduation. Prerequisite: permission of instructor. Each semester.

Intro To Advanced Math

Rigorous approach to the study of the standard methods of mathematical proof applied to topics in the theory of numbers, sets, functions, and analysis. Prerequisite: MATH 271. Every semester.

Inter Applied Stats I

Provides an overview of the basic theory and application of mathematical statistics. Emphasizes understanding and applying basic statistical theory. Prerequisite: MATH 271. Fall, annually.

Intermed Statistics II

Examines in further detail the analysis of variance, factorial experiments, and multiple regression. Prerequisite: MATH 321 (MATH 221/222 with instructor's permission). Spring, even-numbered years.

Discrete Math Structures

Introduces sets, relations, functions, combinations, graphs, and trees, emphasizing concrete models. Includes computer algorithms and mathematical structures useful in computer science. Designed for students in both mathematics and computer science.Prerequisites: MATH 300 and CIS 202.

Differentl Equat

Studies first order differential equations, linear differential equations of higher order, and systems of differential equations. Prerequisite: MATH 272. Spring, annually.

Modern Geometry

Axiomatic treatment of topics in geometry. Prerequisite: MATH 300.

Num Meth In Math I

Examines types of error, calculus of finite differences, numerical evaluation of integrals, algorithms for the solution of algebraic equations, and systems of algebraic equations with applications to selected problems and computer programming of algorithms. Prerequisite: MATH 271. Each Spring Semester (360); on demand (460).

Linear Algebra

Introduces systems of linear equations, vector spaces, linear transformations, matrices, determinants, eigen vectors, and eigen values. Prerequisite: MATH 271. Each semester.

Junior Seminar In Mathematics

This course is an introduction to the literature in Mathematics and Mathematics Education. Students will read a collection of articles or chapters of books with topics ranging from history, applications, and creativity, to research in mathematics education and nature of mathematics. Students will write short papers that provide their reactions and insights about the materials from each reading assignment. Each student is also required to choose a topic for the Senior Seminar. Prerequisite:,6 hours of 300-level or higher mathematics courses and the consent of the mathematics department chair.

Mathematical Stats I

Explores basic concepts of elementary probability, probability in finite spaces, conditional probability, independent trials, sophisticated counting, and probability in relation to random variables. Prerequisites: MATH 272 and MATH 300. Fall, even-numbered years.

Mathematical Stats II

Analyzes mathematical expectation, discrete and continuous random variables, probability densities, sampling distributions, point estimations, interval estimations, tests of hypotheses, regression and correlation, analysis of variation, and moment-generating functions. Prerequisite: MATH 421. Spring, odd-numbered years.

Modern Algebra I

Introduces groups, rings, integral domains, and fields. Emphasizes rigorous proof and logical methods. Prerequisite: MATH 300. Fall and spring, respectively.

Modern Algebra II

Introduces groups, rings, integral domains, and fields. Emphasizes rigorous proof and logical methods. Prerequisite: MATH 300. Fall and spring, respectively.

Theory Of Numbers

Examines factorization, congruence, quadratic reciprocity, number theoretic functions, diophantine equations, and continued fractions. Prerequisite: MATH 300.

Intro To Complex Var

Covers the complex plane, analytic functions, poles, residues, and their applications, including the fundamental theorem of algebra. Prerequisites: MATH 272 and 300.

Numerical Meth Math II

Examines types of error, calculus of finite differences, numerical evaluation of integrals, algorithms for the solution of algebraic equations, and systems of algebraic equations with applications to selected problems and computer programming of algorithms. Prerequisite: MATH 271. Each Spring Semester (360); on demand (460).

Intro Real Anal I

Covers limits, continuity, differentiability, integrability, and convergence for functions of a real variable and several variables. Prerequisites: MATH 272 and 300.

Intro Real Anal II

Covers limits, continuity, differentiability, integrability, and convergence for functions of a real variable and several variables. Prerequisites: MATH 272 and 300.

Elem Topology

Explores topological spaces, metric spaces, compactness, and connectedness. Prerequisites: MATH 272 and MATH 300.

Special Topics

Offers special topics reflecting the interests of the students. The specific topic to be covered each term will be announced in advance. Prerequisites: MATH 272 and permission of the instructor.

Seminar I

Individual study under faculty supervision. MATH 390, 12 hours of 300-level or above mathematics courses and written consent of the department chair.

Seminar II

Seminar in mathematics. Oral and written presentations are required.