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Course Criteria
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1.00 Credits
Laboratory to accompany MATH 322 in order to use a computer algebra system (such as Mathematica or Maple) to provide visual re-enforcement of central concepts. Must be taken with MATH 322.
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3.00 Credits
An introduction to basic number theory: properties of the integers, congruence, Fermat's and Wilson's Theorem, number theoretic functions, Diophantine equationsand primes. Prerequisite: MATH 202.
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3.00 Credits
The study of axiomatic systems and the notions of proof and consistency. Examines finite, elliptical, and hyperbolic geometries, and advanced topics in Euclidean Geometry. Software is used to enhance exploration and discovery of theorems. Prerequisite: MATH 202
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3.00 Credits
Theoretical analysis of various algorithms. Topics to include sorting, searching, selection, matrix multiplication and multiplication of real numbers. Prerequisite: MATH 345.
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3.00 Credits
Analysis of the computer operating systems including Batch, Timesharing, and Realtime systems. Topics to include sequential and concurrent processes, processor and storage management, resource protection, processor multiplexing, and handling of interrupts from peripheral devices. Prerequisite: MATH 345.
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3.00 Credits
A study of the use of a high-level language to implement complex data structures. These include lists, trees, graphs, networks, storage allocations, file structure, and information storage and retrieval. Prerequisite: MATH 141.
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3.00 Credits
See EDUC 411.
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3.00 Credits
An introduction to the algebraic concepts, methods and techniques that form the theoretical basis for computer science, including relevant areas of logic, set theory, relations and functions, and Boolean algebra. Prerequisite: MATH 202.
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3.00 Credits
Introduction to point-set topology at the undergraduate level. Topics include topological spaces, limit points, continuity, connectedness, compactness, separability, and the fundamental group. Prerequisite: MATH 204.
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3.00 Credits
An introduction to the analysis of real numbers, variables, and functions. Topics include topology of the real numbers, sequences and series, limits, continuity and uniform continuity, differentiation, the Riemann integral, and sequences of functions. Prerequisite: MATH 204.
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