Українською | In English

O. I. Klesov

Professor, head of the department

O. I. Klesov

Works in KPI since 1990

Teaches on faculties: FMF

Courses taught:
Probability theory and mathematical statistics;
Theory of stochastic processes;
Additional chapters of calculus;
Stochastic analysis and applications

Сторінка викладача в системі Інтелект

Список публікацій в Google Scholar

Lectures schedule (in Ukrainian) на


Taras Shevchenko National State University, 1977

Academic degree:

Doctor thesis 2002, 01.01.05 Probability theory and mathematical statistics

Academic rank:

Professor, 2004

Latest works:

1. Pseudo regularly varying functions and generalized renewal theorems, ТВіМС, Kyiv, 2012 (in Ukrainian) (joint with V.V,Buldygin, K.-H.Indlekofer, J. G. Steinebach), 450 pp.
2. Selected topics of probability theory and mathematical statistics, ТВіМС, Kyiv, 2010 (in Ukrainian), 244 pp.
3. Archimedes problem, In the World of Mathematics, 2013, vol. 18, no. 2 (in Ukrainian) (joint with О. Lyubasova)
Conference talks
1. Weak convergence of multiple sums of independent random variables, Limit Theorems in Probability Theory and Asymptotic Statistics, International Workshop, Uppsala University, Uppsala, Sweden, May 27-28, 2013
2. Unbounded solutions of stochastic differential equations, Bogolyubov readings DIF-2013, Sevastopol on June 23-30 Differential equations, theory of functions and their applications, Sevastopol on June 23-30 (joint with О. А. Timoshenko)

Latest papers:

1. Limit theorems for record counts and times in the F-alpha-scheme, Extremes, 2013, vol. 16, no. 2, 147-171 ( (joint with P. Doukhan, A. Pakes, J. Steinebach)
2. Equivalent monotone versions of PRV functions, J. Math. Anal. Appl. vol 401, 2013, 526-533 ( (joint with V. V. Buldygin, J. Steinebach)
3. Existence of moments in the Hsu-Robbins-Erdos theorem, Annales Univ. Sci. Budapest., Sect. Comp., 2013, vol. 39, 271-278 (joint with U. Stadtmuller)
4. On the central limit theorem along subsequences of sums of i.i.d. random variables, Statist. Probab. Lett., 2013 (submitted) (joint with Deli Li, G. Stoica)
5. How large are the deviations between a distribution function and a stable law, , Annales Univ. Sci. Budapest., Sect. Comp., 2013, vol. 40 (joint with J. Steinebach)

Other achievements:

Academician of the Academy of Higher Education of Ukraine