Course Code: MATH-301
Topology
Credit Hours: 3+0
Course Contents:
Topological spaces, bases and sub-bases, first and second axiom of countability, separability, continuous functions and homeomorphism, finite product space.
Separation axioms (T0, T1, T2), Techonoff space, Regular spaces, completely regular spaces, normal spaces, compact spaces, connected spaces.
Recommended Books:
1. Sheldon W. D. Topology. 1st ed. NY: McGraw Hill, 2005.
2. Lipschutz S. General Topology, Schaum’s outline series. NY:McGraw Hill,1968.
3. Munkers J.R.Topology. 2nd ed. NJ: Pearson Prentice Hall, 2006.
4.Simon G.F.Introduction to Topology and Modern Analysis. 1st ed. NY:
McGraw Hill, 1963.
5. Willard J. General Topology. 1st ed. NY:Addison-Wesley,1970.
6. Armstrong M. A. Basic Topology. 1st ed. NY: McGraw Hill., 1979.
Course Material
- Total Lessons 18
- Department Mathematics(SCB)
- About Visit Profile
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Teacher
Ms. Ammara Nazar
