MATH 4306 Introduction to Topology
(Prior to Fall 2010, this course was known as MATH 27.
The information below might still reflect the old course numbers. Bracketed numbers, if any, are the old course numbers. Learn more...)
4 hours; 4 credits
Intuitive concepts of topology: topology as a geometry of continuity, topological equivalence; one- and two-dimensional manifolds, Jordan curve theorem. Introduction to general topology; topology of Euclidean, metric, and abstract spaces with emphasis on continuous mappings, compactness, connectedness, completeness, separation axioms. Applications to analysis and geometry.
Prerequisite or corequisite: Mathematics 4201 [11.1] and permission of the chairperson.
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