About the Interval (Set) Analysis of the Processes. Mikhaylo Lychak, Vladimir Evtushok

References.
1. Bendat J., Pirsol А. Measurement and analysis of the stochastic processes . – М.: Mir. – 1971. – 408 p. (in Russian). 2. Lychak M.M. The analysis of the cycling processes of the sun activity // The problems of control and

information science. – 2006. – №1-2. – P. 248-259 (in Russian). 3. Lychak M.M. The interval characteristics of the chaotic sequences // Cybernetic and the system analysis. – 2004. – №5. – P. 58-71 (in Russian).

4. Lychak M.M. the alternative model of the uncertainty – the interval characteristics of the chaotic process // Proceedings of the International seminar with inductive modeling. - Kyiv: 2005. – P. 197-206 (in Russian).

5. Lychak M.M. The interval distribution function for the bounded chaotic sequence as basis of the non-axiom probability theory // Ukrainian mathematical journal. – 2008, v.60. – №8. – p. 1128-1137 (in Ukrainian).

6. Lychak M.M. The interval functions of the distribution and the gliding average of the perturbations as a basis of the set estimation // Proceedings of All-Russian (with international participation) meeting in the interval analysis and its applications. – S-P. – 2006. – P. 78-82 (in Russian).

7. Lychak M.M. The interval characteristics of the bounded disturbances as a basis of the interval (set) estimation of the informative parameters // Proceedings of the problem-oriented scientific inter-branch conference “Informational problems of the computer systems, jurisprudence, economy and modeling” (PSIC-2008). – Buchach: Buchach Institute of management and audit. – 2008. – P. 170-172 (in Ukrainian).