G-NETS: MULTIPLICATIVE NETS THEORY PROGRESS ArticleBocharov P.P., Vishnevsksij V.M.Avtomatika i Telemekhanika. 2003. С. 46-74
OPTIMAL RESOURCES ALLO CATION OVER THE SET OF INDEPENDENT OPERATIONS ArticleArutyunov A.V., Burkov V.N., Zalozhnev A.Yu., Karamzin D.Yu.Avtomatika i Telemekhanika. 2002. С. 108-119
PIECEWISE-LINEAR LYAPUNOV FUNCTIONS FOR LINEAR TIME INVARIANT SYSTEMS ArticleBobyleva O.N.Avtomatika i Telemekhanika. 2002. С. 26-35
PIECEWISE LINEAR LYAPUNOV FUNCTIONS AND THE LOCALIZATION OF SPECTRUM OF STABLE MATRICES ArticleBobyleva O.N., Pyatnitskij E.S.Avtomatika i Telemekhanika. 2001. С. 25-36
A ONE-LINE QUEUING SYSTEM WITH MANY-DIMENSIONAL POISSON FLOW AND REPEATED REQUESTS ArticleAtensia I.M., Bocharov P.P., D'apicce C., Fong N.H.Avtomatika i Telemekhanika. 2000. С. 123-138
CONSTRUCTION OF A FAMILY OF LYAPUNOV FUNCTIONS FOR NONLINEAR NONAUTONOMOUS SYSTEMS WITH APPLICATIONS ArticleMukhametzyanov I.A.Avtomatika i Telemekhanika. 2000. С. 37-48
STATIONARY STATE PROBABILITIES OF A <I>MAP/G/1/R </I>SYSTEM WITH REPEATED REQUESTS AND PRIORITY SERVICE OF PRIMARY REQUESTS ArticleBocharov P.P., Pechinkin A.V., Phong N.H.Avtomatika i Telemekhanika. 2000. С. 68-78
STATIONARY PROBABILITIES OF STATES IN A <I>MAP/G/1 </I>SYSTEM WITH AN INVERSE PROBABILISTIC SERVICE ArticlePechinkina O.A.Avtomatika i Telemekhanika. 2000. С. 98-104
ON THE DECOMPOSITION OF CLOSED NETWORKS WITH DEPENDENT SERVICE ArticlePechinkin A.V., Rykov V.V.Avtomatika i Telemekhanika. 1999. С. 58-68
A MATRIX-MULTIPLICATIVE SOLUTION FOR A ONELINE SYSTEM WITH DEVICE DISCONNECTION AND HAVING FINITE QUEUE OF REPEAT REQUESTS AND PHASE-TYPE DISTRIBUTIONS ArticleAtensia I.M., Bocharov P.P., Puzikova D.A.Avtomatika i Telemekhanika. 1999. С. 72-91
STATIONARY DISTRIBUTION OF A FINITE QUEUE WITH RECURSIVE INPUT FLOW AND MARKOV SERVICE DISCIPLINE ArticleBocharov P.P.Avtomatika i Telemekhanika. 1996. С. 66-78
ANALYSIS OF A DELTA-NET WITH FULLY ACCESSIBLE BUFFERS UNDER NONUNIFORM LOAD ArticleBasharin G.P., Zhukov O.V.Avtomatika i Telemekhanika. 1995. С. 149-159
ANALYSIS OF A FINITE QUEUE UNDER ARBITRARY SERVICE DISCIPLINE WITH MARKOVIAN INPUT FLOW DEPENDING ON THE SYSTEM STATE ArticleBocharov P.P.Avtomatika i Telemekhanika. 1995. С. 60-70
ON THE GRAPH MODEL AND THE EQUIVALENCE OF BANYAN NETWORKS ArticleBasharin G.P., Zhukov O.V.Avtomatika i Telemekhanika. 1993. С. 168-177