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- Probability theory (1976)

- Stochastic processes in queueing theory (1976)

- Asymptotic methods in queueing theory (1984)

- Large Deviation Principles for Trajectories of Compound Renewal Processes. I. Theory of Probability and its Applications 2016. 60:207-224 .
- Large Deviation Principles for Trajectories of Compound Renewal Processes. II. Theory of Probability and its Applications 2016. 60:349-366 .
- Large deviation principles for trajectories of compound renewal processes. I. Teoriya Verojatnostei i ee Primenenija 2015. 60:227-247 .
- Second Order Approximation for the Distribution of the Maximum of a Random Walk with Negative Drift and Infinite Variance. Theory of Probability and its Applications 2015. 59:3-22 .
- Second order approximation for distribution of maximum of random walk with negative drift and infinite variance. Teoriya Verojatnostei i ee Primenenija 2014. 59:5-27 .
- Moderately Large Deviation Principles for the Trajectories of Random Walks and Processes with Independent Increments. Theory of Probability and its Applications 2014. 58:562-581 .
- Large Deviation Principles for Random Walk Trajectories. III. Theory of Probability and its Applications 2014. 58:25-37 .
- Large deviation principles for random walk trajectories. II. Theory of Probability and its Applications 2013. 57:1-27 .
- Moderately large deviation principles for trajectories of random walks and processes with independent increments. Teoriya Verojatnostei i ee Primenenija 2013. 58:648-671 .
- Large deviation principles for random walk trajectories. III. Teoriya Verojatnostei i ee Primenenija 2013. 58:37-52 .
- On large deviation principles for random walk trajectories. II. Teoriya Verojatnostei i ee Primenenija 2012. 57:3-34 .
- Chebyshev-type exponential inequalities for sums of random vectors and for trajectories of random walks. Theory of Probability and its Applications 2012. 56:21-43 .
- Large deviation principles for random walk trajectories. I. Theory of Probability and its Applications 2012. 56:538-561 .
- Chebyshev type exponential inequalities for sums of random vectors and random walk trajectories. Teoriya Verojatnostei i ee Primenenija 2011. 56:3-29 .
- On large deviation principles for random walk trajectories. I. Teoriya Verojatnostei i ee Primenenija 2011. 56:627-655 .
- Congratulations. Teoriya Verojatnostei i ee Primenenija 2011. 56:373-373 .
- Integro-local and local theorems on normal and large deviations of the sums of nonidentically distributed random variables in the triangular array scheme. Theory of Probability and its Applications 2010. 54:571-587 .
- Large sample change-point estimation when distributions are unknown. Theory of Probability and its Applications 2009. 53:402-418 .
- On large deviations of sums of independent random vectors on the boundary and outside of the Cramér zone. I.. Theory of Probability and its Applications 2009. 53:301-311 .
- On large deviations of sums of independent random vectors on the boundary and outside of the Cramér zone. II. Theory of Probability and its Applications 2009. 53:573-593 .
- Insurance with borrowing: First- and second-order approximations. Advances in Applied Probability 2009. 41:1141-1160 .
- On Small Deviations of Series of Weighted Random Variables. Journal of Theoretical Probability 2008. 21:628-649 .
- Characterization and sufficient conditions for normed ergodicity of Markov chains. Advances in Applied Probability 2004. 36:227-242 .
- Large deviations probabilities for random walks in the absence of finite expectations of jumps. Probability Theory and Related Fields 2003. 125:421-446 .
- Asymptotics of the probability of the crossing of a boundary by the trajectory of a Markov chain. Exponentially decreasing tails of jumps. Teoriya Verojatnostei i ee Primenenija 2003. 48:254-273 .
- On the integral of the workload process of the single server queue. Journal of Applied Probability 2003. 40:200-225 .
- Asymptotics of the probability of the crossing of a boundary by the trajectory of a Markov chain. Regular tails of jumps. Teoriya Verojatnostei i ee Primenenija 2002. 47:625-653 .
- Probabilities of large deviations for one-dimensional Markov chains. {III}. Prestationary distributions in the subexponential case. Teoriya Verojatnostei i ee Primenenija 2001. 46:640-657 .
- On large deviation probabilities for random walks. I. Regularly varying distribution tails. Teoriya Verojatnostei i ee Primenenija 2001. 46:209-232 .
- Integro-local limit theorems for sums of random vectors that include large deviations. {II}. Teoriya Verojatnostei i ee Primenenija 2000. 45:5-29 .
- Probabilities of large deviations for one-dimensional Markov chains. {II}. Prestationary distributions in the exponential case. Teoriya Verojatnostei i ee Primenenija 2000. 45:437-468 .
- Estimates for overshooting an arbitrary boundary by a random walk and their applications. Theory of Probability and its Applications 1999. 44:231-253 .
- Estimates for the excess of a random walk over an arbitrary boundary and their applications. Teoriya Verojatnostei i ee Primenenija 1999. 44:249-277 .
- Asymptotically optimal solutions in the change-point problem. Theory of Probability and its Applications 1998. 43:539-561 .
- Integro-local limit theorems including large deviations for sums of random vectors. I. Theory of Probability and its Applications 1998. 43:1-12 .
- An asymptotic exit problem for multidimensional Markov chains. Markov Processes and Related Fields 1997. 3:547-564 .
- Asymptotic expansions for functionals of dilation of point processes. Journal of Applied Probability 1996. 33:573-591 .
- Large-deviation probabilities for one-dimensional Markov chains. Part 1: Stationary distribution. Theory of Probability and its Applications 1996. 41:1-24 .
- Unimprovable exponential bounds for distributions of sums of a random number of random variables. Theory of Probability and its Applications 1995. 40:230-237 .
- Ergodicity of a Jackson network with batch arrivals. Journal of Applied Probability 1994. 31:847-853 .
- Estimates for distributions of sums stopped at Markov time. Theory of Probability and its Applications 1994. 38:214-225 .
- Ergodicity of a polling network. Stochastic Processes and their Applications 1994. 50:253-262 .
- Large deviations and statistical invariance principle. Theory of Probability and its Applications 1993. 37:7-13 .
- Lyapunov functions and ergodicity of multidimensional Markov chains. Theory of Probability and its Applications 1992. 36:1-18 .
- Transient phenomena for Markov chains and applications. Advances in Applied Probability 1992. 24:322-342 .
- Ergodicity and stability of multidimensional Markov chains. Theory of Probability and its Applications 1991. 35:542-546 .
- Ergodicity and stability of Markov chains and of their generalizations. Multidimensional chains. .
- On the ergodicity and stability of the sequence $w_{n+1}=f(w_n,\xi_n)$: Applications to communication networks. Theory of Probability and its Applications 1988. 33:595-611 .
- Limit theorems for queueing networks. II. Theory of Probability and its Applications 1987. 32:257-272 .
- Summary of reports presented at sessions of the Seminar on Probability Theory and Mathematical Statistics at the Institute of Mathematics of the Siberian Section of the USSR Academy of Sciences. Theory of Probability and its Applications 1987. 32:186-190 .
- Limit theorems for queueing networks. I. Theory of Probability and its Applications 1986. 31:413-427 .
- Second-order approximation of random polygonal lines in the Donsker-Prokhorov invariance principle. Theory of Probability and its Applications 1986. 31:179-202 .
- On coefficients asymptotics of the factorized Euler's polynomials (Russian) (STMA V26 2715). Sibirskij Matematiceskij Zhurnal 1985. 26:23-29 .
- Boundary problems, invariance principle, and large deviations (Russian). Uspekhi Matematicheskikh Nauk 1983. 38:227-254 .
- On an inequality and a related characterization of the normal distribution. Theory of Probability and its Applications 1983. 28:219-228 .
- Asymptotic behavior of the number of free servers for systems with refusals. Theory of Probability and its Applications 1981. 25:439-453 .
- On estimates of the rate of convergence in the invariance principle for Banach spaces. Theory of Probability and its Applications 1980. 25:721-731 .
- On estimation of average squared risk (Russian) (STMA V23 872). Probability and Mathematical Statistics 1980. 1:185-195 .
- Ergodicity and stability theorems for a class of stochastic equations and their applications. Theory of Probability and its Applications 1978. 23:227-247 .
- Ergodic theorems and stability for walks in a strip and their application (Corr: 79V24 p237). Theory of Probability and its Applications 1978. 23:677-685 .
- Some estimates of the rate of convergence in stability theorems (Corr: 79V24 p449-450). Theory of Probability and its Applications 1977. 22:668-678 .
- On the power of the $\chi^2$ test with increasing number of class intervals. Theory of Probability and its Applications 1977. 22:366-370 .
- Convergence of measures and random processes (Russian). Uspekhi Matematicheskikh Nauk 1976. 31:3-68 .
- Convergence of the distributions of integral functionals (Russian). Sibirskij Matematiceskij Zhurnal 1975. 16:899-915 .
- Random walk in a strip with impeding boundaries (Russian). Matematicheskie Zametki (Moscow) 1975. 17:649-657 .
- Asymptotically optimal tests for compound hypotheses. Theory of Probability and its Applications 1975. 20:447-469 .
- On the rate of convergence for the invariance principle. Theory of Probability and its Applications 1973. 18:207-225 .
- Weak convergence of measures and random processes. Probability Theory and Related Fields 1973. 28:5-22 .
- Remarks on convergence of random processes in non-separable metric spaces and on the non-existence of a Borel measure for processes in $C(0,\infty)$. Theory of Probability and its Applications 1973. 18:774-777 .
- Conditions for convergence to degenerate processes. Theory of Probability and its Applications 1973. 18:423-430 .
- Continuity theorems for multichannel systems with refusals. Theory of Probability and its Applications 1972. 17:434-444 .
- Limit theorems for random walks with boundaries. Berkeley Symposium on Mathematical Statistics and Probability 1972. 1972:- .
- Notes on inequalities for sums of independent variables. Theory of Probability and its Applications 1972. 17:556-557 .
- Some properties of the supremum of sums of stationary related random variables. Theory of Probability and its Applications 1972. 17:149-151 .
- On the problem of pattern recognition. Theory of Probability and its Applications 1971. 16:141-144 .
- Factorization identities and properties of the distribution of the supremum of sequential sums. Theory of Probability and its Applications 1970. 15:359-402 .
- Theorems on the convergence to Markov diffusion process. Zeitschrift für Wahrscheinlichkeitstheorie und verwandte Gebiete 1970. 16:47-76 .
- Some inequalities for sums of multi-dimensional random variables. Theory of Probability and its Applications 1968. 13:156-160 .
- On asymptotically optimal non-parametric criteria. Theory of Probability and its Applications 1968. 13:359-393 .
- On service processes in multichannel systems. Theory of Probability and its Applications 1968. 13:179-181 .
- On the convergence to diffusion processes. Theory of Probability and its Applications 1967. 12:405-431 .
- Convergence of weakly dependent processes to the Wiener process. Theory of Probability and its Applications 1967. 12:159-186 .
- Boundary-value problems for random walks and large deviations in function spaces. Theory of Probability and its Applications 1967. 12:575-595 .
- Asymptotic analysis of service systems. Theory of Probability and its Applications 1966. 11:596-602 .
- On the multi-dimensional central limit theorem. Theory of Probability and its Applications 1965. 10:55-62 .
- Some limit theorems in the theory of mass service, II. Multiple channels systems. Theory of Probability and its Applications 1965. 10:375-400 .
- On the first passage time for one class of processes with independent increments. Theory of Probability and its Applications 1965. 10:331-334 .
- On the results of asymptotic analysis in problems with boundaries. Theory of Probability and its Applications 1965. 10:236-246 .
- Some limit theorems in the theory of mass service. Theory of Probability and its Applications 1964. 9:550-565 .
- Boundary value problems for some two-dimensional random walks. Theory of Probability and its Applications 1964. 9:361-388 .
- Remarks on Wiener's and Blackwell's theorems. Theory of Probability and its Applications 1964. 9:303-312 .
- On discrete service systems. Theory of Probability and its Applications 1963. 8:232-246 .
- Some theorems on non-latticed random walk. Theory of Probability and its Applications 1962. 7:164-179 .
- Local theorems and moments for maxima of sums of bounded lattice components. Theory of Probability and its Applications 1961. 6:99-101 .
- Limit theorems on the distributions of maxima of sums of bounded lattice random variables I. (Ref: 60V5 p341-355). Theory of Probability and its Applications 1960. 5:125-155 .
- Limit theorems on the distribution of the maximum of sums of bounded lattice random variables, II (Ref: 60V5 p125-155). Theory of Probability and its Applications 1960. 5:341-355 .