An introductory course that presents mathematical topics useful in computer science. The expected outcomes of the course are that students will understand and be able to use: positional and modular number systems, sets, relations, functions, propositional and predicate logic, sequences, summations, and proofs by mathematical induction and contradiction.
“Examines common software metrics, axiomatic foundations of measurement, validity of measurements and measurement dysfunction, and some statistical and modeling approaches to help students make their software measurements meaningful.”
Industry-based internship experience under the supervision of a graduate faculty member, to provide professional experience for graduate students without prior experience in a practical information technology setting. (Requirement: At least nine graduate credit hours in computer sciences completed with at least a 3.0 GPA, and permission of the instructor.)
