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Basic and Health Sciences
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Mathematics
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Topology (V-U)
Topology (V-U)
(183 Lectures Available)
S#
Lecture
Course
Institute
Instructor
Discipline
1
Absolute value Function (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
2
Application: Compactness and Homomorphism (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
3
Application: Image of connected set (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
4
Arbitrary Intersection (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
5
Basis For a Topology (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
6
Basis For a Topology: Examples (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
7
Basis for Some Topologies (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
8
Basis For Subspace (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
9
Basis for Usual Topology R^n (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
10
Basis: Comparison of Topologies (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
11
Bicontinuity and bijection (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
12
Bicontinuity and open mapping (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
13
Boundary of a Set (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
14
Closed mapping (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
15
Closed set and derived set (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
16
Closed set and derived set 2 (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
17
Closed subspace of compact space (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
18
Closure of Set (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
19
Cofinite topology (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
20
Cofinite topology and compactness (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
21
Compact Hausdorff space is normal (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
22
Compact space under continuous map (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
23
Compact Spaces (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
24
Compact subspace of Hausdorff space (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
25
Compactness and Homomorphism (V-U)
Topology (V-U)
Virtual University
Dr. Hani Shakir
Basic and Health Sciences
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