Cebirsel Topoloji (MATH473) Ders Detayları

Ders Adı: Cebirsel Topoloji
Kod: MATH473
Ön Koşul Ders(ler)i:
Amaç:
İçerik: Homotopic Mappings, Homotopy Equivalence Versus Homeomorphism, the Fundamental Group, Covering Spaces, Higher Homotopy Groups, Singular Complexes and Singular Homology, Relationship Between the Fundamental Groupand the First Homology Group, Homotopy Invariance of Homology Groups, Relative Homology, Exacteness, Excision and Mayer-Vietories Sequence, Applications to Spheres, Applications to Euclidean Spaces, Finite Cell Complex, Betti Numbers and Euler Charateristic, Outline of Singular Cohomology, Poincare Duality for Topological Manifolds and Applications of Cohomology Algebras.
Dönemi: Her İkisi
Teori: 3
Uygulama: 0
Laboratuar: 0
Kredi: 3
Web:
AKTS Ders Dosyası: Ders Dosyası
Ders Dosyası:
AKTS: 6