Undergraduate Course Descriptions

Mathematics (MTH)

MTH 1300 Discrete Mathematics 3(3-0)

Mathematics of finance; matrices and linear programming; probability and statistics with discrete variables.

This is a University Core Curriculum Course for the BBA, BAIS, BACS & BSHRD

MTH 1301 Calculus I 3(3-0)
Pre-requisites: Working knowledge of algebra, trigonometry and analytical geometry

Differential and integral calculus of a single variable; introduction to calculus-based probability and statistics; partial derivatives, multiple integrals and applications.

This is a University Core Curriculum Course for the BBA, BAIS, BACS & BSHRD

MTH 1303 Differential and Integral Calculus 3(3-0)
Pre-requisites: Working knowledge of algebra, trigonometry and analytical geometry.

Introductory course in calculus for science and engineering majors covering limits, continuity of functions, derivatives, Mean Value Theorem, Intermediate Value Theorem, application of derivatives, integration, and applications of the definite integral.

This is Required Minor in Mathematics for the BSGE
This is a School Core Course for the BSCSC
This is a University Core Curriculum Course for the BSEMS

MTH 1304 Discrete Mathematics for Engineers 3(3-0)

Sets unified approach to relations, simple treatment of functions as special case of relations, groups and subgroups. Introduction to recursive and non-recursive relations, Counting, Trees and graphs (directed and undirected) and related algorithms, Lattices. Logic and Boolean algebra, and algebraic structures.

This is a University Core Curriculum Course for the BSGE & BSCSC

MTH 1399 Introductory Mathematical Concepts 3(3-0)

Provides non-science students with a working knowledge of algebra and trigonometry. It covers all basic concepts in mathematics necessary to complete subsequent mathematics courses. This is a first course in the mathematics sequence and may not be taken after successful completion of any other mathematics course.

This is a University Core Curriculum Course for the BAIS, BACS & BSHRD

MTH 2301 Multivariable Calculus 3(3-0)
Pre-requisite: MTH 1303

Multivariable calculus covering vectors and surfaces, partial differentiation, multiple integration, vector calculus including Green's Theorem, Stokes' Theorem and an introduction to differential equations.

This is Required Minor in Mathematics for the BSGE
This is a School Core Course for the BSCSC, BSEMS

MTH 2303 Linear Algebra and Matrix Theory 3(3-0)
Pre-requisite: MTH 2301

An introduction to linear algebra and matrix theory, covering vector spaces, linear transformations and matrices, matrix algebra and systems of linear equations, determinants, diagonalization and defective matrices, eigen values and eigenvectors, inner product spaces, quadratic forms and canonical forms.

This is Required Minor in Mathematics for the BSGE
This is a School Core Course for the BSEMS

MTH 2304 Differential Equations 3(3-0)
Pre-requisite: MTH 2303

Differential equations, including basic concepts, first-order differential equations and applications, linear differential equations of higher order, series solutions, solutions using Laplace transforms, solutions using numerical methods and applications.

This is Required Minor in Mathematics for the BSGE
This is a School Core Course for the BSEMS

MTH 3301 Probability and Statistics for Engineers 3 (3-0)
Pre-requisite: MTH 2301

This course is a calculus based introduction to probability and statistics with emphasis on techniques and applications that are most useful to engineering. Topics cover usual discrete probability distributions, continuous probability distributions, multivariate probability distributions and an introduction to statistics and sampling distributions with a strong emphasis on engineering applications.

This is Required Minor in Mathematics for the BSGE
This is a School Core Course for the BSCSC & BSEMS

MTH 3302 Complex Variables and Transforms 3(3-0)
Pre-requisite: MTH 2304

Covers functions of a complex variable, Cauchy-Riemann equations, Taylor and Laurent expansions and residue calculus.

MTH 4301 Applied Numerical Methods 3(3-0)
Pre-requisites: MTH 2304

Introduction to numerical methods including error analysis, interpolation, numerical solutions of equations by iteration, numerical integration and introduction to numerical methods for solution of ordinary and partial differential equations.

MTH 4303 Advanced Linear Algebra 3(3-0)
Pre-requisite: MTH 2303

This is the second course in linear algebra. It uses the language of vector space and linear maps rather than focusing on the computational aspects of matrices. The course provides the student with a deeper understanding of the central ideas in linear algebra including finite dimensional vector spaces, linear maps, invariant subspaces, inner-product spaces and operators on inner-product spaces (self-adjoints, normal, positive, isometries, etc.). This is a survey of the marketing process from a manager's perspective. Includes an analysis of marketing activities designed to provide products.