Introduction to General Topology

1. (Generalized) topological spaces
2. Neighborhood spaces
3. Accumulation points interior exterior and boundary of a set closed sets and open sets
4. Topological spaces
5. Topological base
6. Continuous mappings of a space into a space homeomorphisms
7. Topologization of a set by a mapping
8. Separtion axioms classification of spaces by means of the separtion axioms
9. Topologization of a set by means of a real distance metric spaces
10. Topologization of a set by the uniform topology Efremovich's proximity spaces or δ-spaces
11. Topologization of a set by means of the uniform topology Weil uniform spaces
12. Topologization of a set by means of an abstract distance