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MATH 372 — Topology –Prerequisite MATH 353
Mathematics · University of Ghana
This is a first course in point set topology. Students will be introduced to topological spaces and be able to identify open and closed sets with respect to the given topology. Other aspects to be discussed are basis for a topological space. Separation and countability properties. Limit points. Connectedness. Subspace topology. Homeomorphism. Continuity. Metrizability. Continuity via convergent sequences. Compactness.
- Credits
- 3
- Level
- Level 300
- Semester
- Semester Two
Other courses on this programme
- MATH 350 — Differential Equations I-Prerequisite MATH 223
- MATH 351 — Linear Algebra-Prerequisite MATH 224
- MATH 353 — Analysis I-Prerequisite MATH 223
- MATH 354 — Abstract Algebra I-Prerequisite MATH 224
- MATH 355 — Calculus of Several Variables-Prerequisite MATH 223
- MATH 356 — Analysis II-Prerequisite MATH 223
- MATH 358 — Computational Mathematics I-Prerequisite MATH 220
- MATH 359 — Discrete Mathematics-Prerequisite MATH 224
- MATH 361 — Classical Mechanics -Prerequisite MATH 222
- MATH 362 — Analytical Mechanics- Prerequisite MATH 222
- MATH 363 — Introductory Concepts in Financial Mathematics-Prerequisite
- MATH 366 — Electromagnetic Theory I-Prerequisite MATH 222
Practising MATH 372 with Questora
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Start freeCourse details from University of Ghana Volume 3 Handbook for the Bachelor's Degree: Course Descriptions for Programmes in the Sciences (2017).