User:Helgus/ Eventology (book)
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«Eventology» is a book (2007)[1] by Oleg Vorobyov, the founder of a new interdisciplinary scientific direction Eventology, connecting philosophy and mathematics with natural, humanitarian and socio-economic sciences: statistical mechanics and thermodynamics, probability theory, information theory, psychology, economics, sociology, etc.
Eventology is the study on events, arisen from «unbearable lightness» observations:
- «matter and mind are simply convenient ways of linkage of |events together» (Bertrand Russell, 1946; O.Yu.Vorobyov, 2001) and
- «mind arises there and then, where and when an ability to make eventological choice is arisen» (Vladimir Lefebvre, 2003).
Mathematical eventology is a new section of probability theory based on Kolmogorov axiomatics, already shown the efficiency in the mathematical description both an eventological substantiation and development of existing theories of uncertainty (fuzzy set theory (Lotfi Zadeh, 1965), possibility theory (Lotfi Zadeh, 1978), theory of evidence (Dempster~Shafer, 1976)), and also prospect theory (Kahneman, Tversky, 1979, 1992), united economy and psychology, and theories of supply and demand (Marshall’s «cross»), a corner stone of modern economics. Alongside with philosophical and mathematical questions of «co-being» and Being the Eventology touches economical, sociological and psychological questions above which each of us reflects and reflects during a life. The materials intended on the broad audience of readers are included in the book, were interested by eventology and its appendices; it represents a special interest for the experts actively working in this new area, teachers, post-graduate students and students of the senior rates of the universities which are engaged artificial intellect, probability theory, mathematical statistics and mathematical modelling humanitarian, socio~economical and natural systems.
Content[edit]
21: Prologue
29: Part one. EVENTOLOGY[edit]
31: Chapter 1. The general eventological principles
43: Part two. MATHEMATICAL EVENTOLOGY[edit]
45: Chapter 2. Kolmogorov's axiomatics
51: Chapter 3. Mathematical eventological principles
55: Chapter 4. Set of events
83: Chapter 5. Inversing eventological distributions
95: Chapter 6. Dependence of events
137: Chapter 7. A sail and wind of Freschet
149: Chapter 8. Eventological distributions
197: Chapter 9. Eventological random processes
201: Chapter 10. Theory of fuzzy events
273: Part three. EVENTOLOGY AND ITS APPLICATIONS[edit]
275: Chapter 11. Eventological portfolio analysis
289: Chapter 12. Eventological substantiations of economics
303: Chapter 13. Eventological grid methods
311: Chapter 14. Eventological models in psychology
353: Chapter 15. Eventological theory of set-preferences
365: Chapter 16. Eventological decision-making theory
379: Chapter 17. Eventological games theory
399: Epilogue
403: Eventological designations
410: Literature
428: Index