Personal
Data
Full name: Gusak (Husak) Dmytro Vasylyovych
Date of Birth: 3.05.1937
Place of Birth: Velyatyno, Khust
district, Transkarpatian region (Czechoslovakia)
Language Spoke
Ukrainian, Russian, English.
Current Scientific Interests
Probability
Theory, Stochastic Process, Risk theory
- Boundary problems
for random walks and Levy processes
increments,
- Boundary problems for homogeneous processes with stationary
independent increments on Markov chains,
- Applications boundary problems for stochastic processes in Risk theory.
Education
Physics
and Mathematics Department of Užhorod University (1954 - 1959).
Post graduate course
in Institute of Mathematics (1960 - 1963).
Ph.D.Thesis (1964) «On
asymptotic of distributions of extrema for homogeneous processes with
stationary independent increments».
Ph.D.Advisor: V.S.Korolyuk.
Thesis
for a doctor’s degree in Physics and Mathematics (1980) (speciality Probability Theory and Mathematical Statistics: 01.01.05) “Method of the
factorization in boundary problems for one class of random processes”.
Professional Experience
Junior scientific researcher of Institute of Mathematics 1965 - 1967
Senior scientific
researcher of Institute of Mathematics 1967 - 1986
Leading scientific researcher of Institute of Mathematics 1986 - 2013.
Professor on “Probability theory and mathematical statistics”, speciality 01.01.05, from 1991, prepared 6 candidates, has 175 publications of journal type.
Monographs, Handbooks
1. Gusak D.V., Vyshnevsky L.D., et. al.
Mathematical statistics and random processes (in Russian), "Vyshcha shkola", 1992, 144p.
2. Gusak D.V., Bratijchuk N.S.
Boundary problems for processes with stationary independent increments (in Russian),
"Naukova Dumka", 1990, 264 p.
3. Gusak D.V.
Boundary problems for processes with stationary independent increments
on finite Markov chains and for semi-Markov processes (in Ukrainian), Proceedings of Institute
of Mathematics of Ukrainian National Academy of Sciences, v.18. Kyiv. 1998.
4. Gusak (Husak D.V.) Boundary problems for processes with
stationary independent increments in the risk theory (in Ukrainian), Proceedings of Institute of Mathematics
of Ukrainian National Academy of Sciences, v. 65, Kyiv, 2007.
5. Gusak D.V., Kulik A.M.,
Mishura Iu.S., Pilipenko A.Iu.
Book of problems on Theory of random processes and its applications in
financial mathematics and in the risk theory (in Ukrainian), "Kyiv Universitet", 2008, 288 p.
6. Gusak D.V., Kulik
A.M., Kukush A.G., Mishura Iu.S., Pilipenko A.Iu.
Book of problems (complemented) on Theory of random processes and its applications
in financial mathematics and in the risk theory (in Ukrainian), "Kyiv Universitet", 2009.
7. Gusak (Husak) D.V., et. al.
Theory of stochastic processes with applications to financial mathematics and risk theory, Springer, 2010.
8. Gusak (Husak) D.V.
Processes with stationary independent increments in the risk theory (in Ukrainian). V.88, Kyiv,
2011.
9. Gusak (Husak) D.V.
Boundary problems for Levy processes and their applications, LAP-Lambert, 2014.
Teaching courses
- Mathematical
analysis. The evening department of Mechanics and Mathematics Faculty
in Kiev State University (1965 - 1968).
- Theory
of processes with stationary independent increments for senior courses
of Mechanics and Mathematics Faculty in Kiev State University (1965 - 1968).
- Mathematics for engineers. Institute of Civil Aviation (1981 - 1988)
- Theory of random
processes and Boundary problems
for stochastic processes in Risk Theory for senior courses in Kiev
National University (1999 - 2014) and in Uzhorod National University
(1999 - present).
Conferences
Repeated
participant of Vilnius international Conferences on Probability Theory
and Mathematical Statistics, of USSR-Japan symposiums on Probability
Theory, of Prague International Conferences on Information Theory, of
Ukrainian-Scandinavian Conferences in Probability Theory and Mathematical
Statistics, of International Conferences in Probabilities (Chernivtsi, 2005,
Kyiv, 2006, 2007, Lviv, 2009), Modern Stochastics: Theory and Applications I, II, III (2006, 2010, 2012), Kyiv
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