MATH 407 – Real Analysis I
Prerequisites/Corequisites: Take MATH-311; Minimum grade C. (Required, Previous). Credit Hours: Min: 3; Max: Description: At the intermediate-level covers the following topics: Cauchy sequences and the construction of real numbers, sequences and series of real numbers, the real line as a metric space, continuity and uniform continuity, derivatives of real-valued functions of one real variable, spaces […]
MATH 330F – Spec Top Math:Modeling for Sciences
Prerequisites/Corequisites: Credit Hours: Min: 3; Max: Description:
MATH 330G – Special Topics:Mathematics I
Prerequisites/Corequisites: Credit Hours: Min: 3; Max: Description:
MATH 332 – Discrete Mathematics II
Prerequisites/Corequisites: Take MATH-230 or MATH-311; Minimum grade C. (Required, Previous). Credit Hours: Min: 3; Max: Description: Major topics covered include sums, recurrences, relations and functions including integer functions (mod, floor, ceiling), elementary number theory, binomial coefficients, discrete probability, and graphs. Additional topics may be chosen from generating functions (solving recurrences, convolutions), special numbers (e.g., Stirling, […]
MATH 330B – Spec Top Math:Modeling for Sciences
Prerequisites/Corequisites: Credit Hours: Min: 3; Max: Description:
MATH 330C – Special Top:Discrete Optimization
Prerequisites/Corequisites: Credit Hours: Min: 3; Max: Description:
MATH 330D – Special Top: Partial Diff Eq
Prerequisites/Corequisites: Credit Hours: Min: 3; Max: Description:
MATH 317 – Number Theory
Prerequisites/Corequisites: Take MATH-202. (Required, Previous). | Take MATH-202. (Required, Concurrent). Credit Hours: Min: 3; Max: Description: Introduction to the elementary aspects of the subject with topics including divisibility, prime numbers, congruencies, Diophantine equations, residues of power, quadratic residues, and number theoretic functions.
MATH 318 – Combinatorics & Graph Theory
Prerequisites/Corequisites: Take MATH-203. (Required, Previous). Credit Hours: Min: 3; Max: Description: In combinatorial theory the course will discuss the basic counting principles, arrangements, distributions of objects, combinations, and permutations. Considerable attention will be given to ordinary and exponential generating functions. Also to be covered will be the standard counting techniques of recurrence, inclusion-exclusion, Burnside’s Theorem, […]
MATH 330A – Spec.Top:Java Programming
Prerequisites/Corequisites: Credit Hours: Min: 3; Max: Description:
MATH 305 – Linear Programming
Prerequisites/Corequisites: Take MATH-304 MATH-213 or CS-226. (Required, Previous). Credit Hours: Min: 3; Max: Description: Introduction to the theoretical, computational, and applied aspects of the subject. Topics covered include the Mathematical model of linear programming, convex sets and linear inequalities, the simplex method, duality, the revised simplex method, and several of the many applications. Computer solutions […]
MATH 310 – Mathematical Models & Applications
Prerequisites/Corequisites: Take MATH-202. (Required, Previous). Credit Hours: Min: 3; Max: Description: Introduction to the theory and practice of building and studying mathematical models for various real world situations that may be encountered in the physical, social, life, and management sciences.