---

Document Outline

• Frontmatter
• Chapter I Introduction to General Topology
• Chapter II Additive Groups
• Chapter III Complexes
• Chapter IV Complexes: Products. Transformations. Subdivisions
• Chapter V Complexes: Multiplications and Intersections. Fixed Elements. Manifolds
• Chapter VI Nets of Complexes
  • 1. Definition of nets and their groups
  • 2. Duality and intersections
  • 3. Further properties of nets
  • 4. Spectra
  • 5. Application fo infinite complexes
  • 6. Webs
  • 7. Metric complexes
• Chapter VII Homology Theory of Topological Spaces
• Chapter VIII Topology of Polyhedra and Related Questions
• Endmatter

Wyszukiwarka

Podobne podstrony:
coll27 chVI
coll27 chII
coll27 bck
coll27 frnt
coll27 chIV
coll27 chV
coll27 chVII
coll27 chVIII
coll31 chVI
coll27 chI
coll27 chIII
coll27 chII
coll27 bck
coll27 bck
coll31 chVI
coll27 chV
coll27 chII
coll27 chI

więcej podobnych podstron