Algebrai topológia és homologikus algebra

(Gyenge Ádám, 2026)
  1. Simplicial and singular homology
  2. Chains and homotopies, categories and functors
  3. Relative homology, excision, Mayer-Vietoris theorem
  4. Degree, CW-homology
  5. Cohomology, ring structure
  6. Künneth formula
  7. Orientability, Poincaré duality
  8. Homological algebra of modules, Hom, Tensor
  9. Derived functors