Many Valued Topology and its Applications

Introduction. I: Categorical Foundations. 1. Categorical Preliminaries. 2. Partially Ordered Monads. 3. Categorical Basis of Topology. II: Many Valued Topology. 4. Quantic Basis of Filter Theory. 5. Many Valued Topological Spaces. 6. Many Valued Convergence Theory. III: Applications of Many Valued Topology. 7. Stochastic Metrics. 8. Stochastic Processes. 9. Probability Measures. 10. Topologies on M-Valued Sets. Appendix. Bibliography. Author Index. Subject Index.