Coarser and Finer Topologies
Course Material
- Topology Definition and Examples
- Accumulation points, Close Sets
- Interior, Exterior and boundary
- Neighborhoods
- Convergent Sequences
- Convergent Sequences
- Coarser and Finer Topologies
- Subspaces, Relative Topologies and Equivalent Definitions of topology
- Base for a Topology definition and examples
- Mid Term Exam
- Sub-base and Local Base Continuous Functions
- Continuity at a point
- Open and close functions, Homeomorphic spaces
- First Countable Space, Second Countable Space
- Separable Space, Separation axioms (T0, T1, T2), Techonoff space
- Regular spaces, completely regular spaces, normal spaces
- compact spaces, connected spaces
- Final Term Exam
- Chapters 18
- Department Mathematics(SCB)
- Teacher
Ms. Ammara Nazar
