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Optimal Stopping for Processes with Independent Increments, and Applications

Journal of applied probability, 2009-12, Vol.46 (4), p.1130-1145

2009

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A New Maximal Inequality and Invariance Principle for Stationary Sequences

The Annals of probability, 2005-03, Vol.33 (2), p.798-815

2005

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Asymptotic variance of the self-intersections of stable random walks using Darboux-Wiener theory

Siberian mathematical journal, 2011-07, Vol.52 (4), p.639-650

2011

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Recent advances in invariance principles for stationary sequences

Probability surveys, 2006-01, Vol.3 (none), p.1-36

2006

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Stein's Method and Stochastic Orderings

Advances in applied probability, 2012-06, Vol.44 (2), p.343-372

2012

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Variational Inequalities with Examples and an Application to the Central Limit Theorem

The Annals of probability, 1994-07, Vol.22 (3), p.1607-1618

1994

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Optimal Stopping for Processes with Independent Increments, and Applications

Journal of applied probability, 2009-12, Vol.46 (4), p.1130-1145

2009

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Approximating the Reed–Frost epidemic process

Stochastic processes and their applications, 2004-10, Vol.113 (2), p.173-197

2004

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Another approach to Brownian motion

Stochastic processes and their applications, 2006-02, Vol.116 (2), p.279-292

2006

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Central Limit Theorem for Linear Processes

The Annals of probability, 1997-01, Vol.25 (1), p.443-456

1997

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Estimates for Distributions of Sums Stopped at Markov Time

Theory of probability and its applications, 1994-06, Vol.38 (2), p.214-225

1994

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CENTRAL LIMIT THEOREM FOR DEPENDENT RANDOM VARIABLES

Probability Theory and Mathematical Statistics Vol. 2, 2020, Vol.2, p.519-528

Originally published 1990, 2020

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Exact norms of a Stein-type operator and associated stochastic orderings

Probability theory and related fields, 2003-11, Vol.127 (3), p.353-366

2003

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On the Central Limit Theorem for $\varphi$-Mixing Arrays of Random Variables

Theory of probability and its applications, 1991-01, Vol.35 (1), p.131-139

Utev, S. A.

1991

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Cumulants and Moment Inequalities

Theory of probability and its applications, 1990-01, Vol.34 (4), p.742-747

Utev, S. A.

1990

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Exact Exponential Bounds for Sums of Independent Random Variables

Theory of probability and its applications, 1990-01, Vol.34 (2), p.340-346

1990

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Sums of weakly dependent random variables

Siberian mathematical journal, 1991-07, Vol.32 (4), p.675-690

Utev, S. A.

1991

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Another Characterization of the Normal Law and a Proof of the Central Limit Theorem Connected with it

Theory of probability and its applications, 1993-10, Vol.37 (4), p.581-588

1993

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Measuring the impact of dependence between claims occurrences

Insurance, mathematics & economics, 2002-02, Vol.30 (1), p.1-19

2002

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On an Inequality and a Related Characterization of the Normal Distribution

Theory of probability and its applications, 1984-01, Vol.28 (2), p.219-228

1984

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Probability problems connected with a certain integrodifferential inequality

Siberian mathematical journal, 1989-05, Vol.30 (3), p.490-493

Utev, S. A.

1989

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Asymptotic behavior of the final number of susceptible individuals in generalized epidemic processes

Siberian mathematical journal, 1996-07, Vol.37 (4), p.753-763

1996

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Comparison of individual risk models

Insurance, mathematics & economics, 2001-02, Vol.28 (1), p.21-30

2001

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Solving the Stein Equation in compound poisson approximation

Advances in applied probability, 1998-06, Vol.30 (2), p.449-475

1998

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Compound Poisson approximation in total variation

Stochastic processes and their applications, 1999-07, Vol.82 (1), p.89-125

1999

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Optimal Stopping for Processes with Independent Increments, and Applications

A New Maximal Inequality and Invariance Principle for Stationary Sequences

Asymptotic variance of the self-intersections of stable random walks using Darboux-Wiener theory

Recent advances in invariance principles for stationary sequences

Stein's Method and Stochastic Orderings

Variational Inequalities with Examples and an Application to the Central Limit Theorem

Optimal Stopping for Processes with Independent Increments, and Applications

Approximating the Reed–Frost epidemic process

Another approach to Brownian motion

Central Limit Theorem for Linear Processes

Estimates for Distributions of Sums Stopped at Markov Time

CENTRAL LIMIT THEOREM FOR DEPENDENT RANDOM VARIABLES

Exact norms of a Stein-type operator and associated stochastic orderings

On the Central Limit Theorem for $\varphi$-Mixing Arrays of Random Variables

Cumulants and Moment Inequalities

Exact Exponential Bounds for Sums of Independent Random Variables

Sums of weakly dependent random variables

Another Characterization of the Normal Law and a Proof of the Central Limit Theorem Connected with it

Measuring the impact of dependence between claims occurrences

On an Inequality and a Related Characterization of the Normal Distribution

Probability problems connected with a certain integrodifferential inequality

Asymptotic behavior of the final number of susceptible individuals in generalized epidemic processes

Comparison of individual risk models

Solving the Stein Equation in compound poisson approximation

Compound Poisson approximation in total variation

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