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Prerequisites
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Language of Instruction
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English
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Responsible
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Assoc. Prof. Dr. Mustafa ASLANTAŞ
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Instructors
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Assistants
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Resources
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R1. Willard, S. (1970). General Topology, Reading. Mass.: Addison Wesley Pub. Co.
R2. Lecture Notes
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Supplementary Book
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SR1. Seymour, L. (1965). Shaum`s outline of theory and problems of general Topology.
SR2. Engelking, R. (1989) General Topology, Helderman Verlag Berlin
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Goals
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Introduce topological spaces and the notion of base for a topology. To investigate the interior, closure, frontier of a set and the set of accumulation points and isolated points of a set s in a topological space, continuity in topological spaces and homeomorphisms.
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Content
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Topological spaces, base for a topology and subbase, topological neighbourhood systems, the interior, closure, frontier and exterior of a set, the set of accumulation and isolated points of a set., continuity in topological spaces, homeomorphisms, open and closed mappings,
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