Список цитирования публикации:
ТЕОРИЯ МАССОВОГО ОБСЛУЖИВАНИЯ / QUEUEING THEORY

Элементы 1—30 из 45.
IDНазвание публикацииГод
12122ANALYSIS OF THE GI/PH/INFINITY SYSTEM WITH HIGH-RATE ARRIVALS2015
12121ANALYSIS OF QUEUES WITH HYPEREXPONENTIAL ARRIVAL DISTRIBUTIONS2016
11559THE FIRST JUMP SEPARATION TECHNIQUE FOR THE TANDEM QUEUEING SYSTEM GI/(GI/INFINITY)(K)2014
11557THE POTENTIALS METHOD FOR A CLOSED QUEUEING SYSTEM WITH HYSTERETIC STRATEGY OF THE SERVICE TIME CHANGE2015
11555STATIONARY DISTRIBUTION OF THE QUEUEING NETWORKS WITH BATCH NEGATIVE CUSTOMER ARRIVALS2015
11044METHOD OF POTENTIALS FOR A CLOSED SYSTEM WITH QUEUE LENGTH DEPENDENT SERVICE TIMES2015
8993THE SIMPLEST MODELS OF QUEUE CONTROL AT NODES OF PACKET-SWITCHED NETWORKS2014
8992PROBABILISTIC CHARACTERISTICS OF AN M (2) (THETA)/G/1/M QUEUE WITH TWO-LOOP HYSTERETIC CONTROL OF THE SERVICE TIME AND ARRIVAL RATE2014
8989OPTIMAL CONTROL OF QUEUE IN THE M|G|1|INFINITY SYSTEM WITH POSSIBILITY OF CUSTOMER ADMISSION RESTRICTION2015
7427A TWO-PHASE BMAP VERTICAL BAR G VERTICAL BAR 1 VERTICAL BAR N -> PH VERTICAL BAR 1 VERTICAL BAR M-1 SYSTEM WITH BLOCKING2004
7362STATIONARY CHARACTERISTICS OF AN M-2(X)/M/N QUEUE WITH HYSTERETIC CONTROL OF THE INPUT FLOW INTENSITY2014
7326ON THE SINGLE-SERVER QUEUEING SYSTEM WITH FIXED NUMBER OF RETRIALS2001
6017AN OPTIMAL THRESHOLD CONTROL FOR A BMAP/SM/1 SYSTEM WITH MAP DISASTER FLOW2003
6015AN OPTIMAL MULTITHRESHOLD CONTROL FOR THE INPUT FLOW OF THE GI/PH/1 QUEUEING SYSTEM WITH A BMAP FLOW OF NEGATIVE CUSTOMERS2004
6013A FINITE CAPACITY BMAP(K)/G(K)/1 QUEUE WITH THE GENERALIZED FOREGROUND-BACKGROUND PROCESSOR-SHARING DISCIPLINE2006
6008BMAP/G/1/INFINITY SYSTEM WITH LAST COME FIRST SERVED PROBABILISTIC PRIORITY2009
6006UNRELIABLE MULTI-SERVER SYSTEM WITH CONTROLLABLE BROADCASTING SERVICE2009
6005FOREWORD TO THE THEMATICAL ISSUE "CENTENARY OF THE QUEUING THEORY"2009
5995A TWO-PHASE GI/PH/1 → ·/PH/1/0 SYSTEM WITH LOSSES2011
5993CALL CENTER OPERATION MODEL AS A MAP/PH/N/R-N SYSTEM WITH IMPATIENT CUSTOMERS2011
5989SIMULATING AERODROME HANDLING CAPACITY IN TERMS OF FERMI SYSTEMS GIVEN AIRSPACE CONFLICTS2012
5988HELP DESK CENTER OPERATING MODEL AS A TWO-PHASE QUEUEING SYSTEM2013
5986MODELING OF RETRIAL QUEUEING SYSTEM GI/G/M/0/ /1/G BY THE MONTE CARLO METHOD2013
5981STATIONARY CHARACTERISTICS OF M-X/M/1 SYSTEMS WITH HYSTERETIC SWITCHING OF THE SERVICE INTENSITY2013
5979THE NON-MARKOV DYNAMIC RQ SYSTEM WITH THE INCOMING MMP FLOW OF REQUESTS2014
3465A QUEUEING SYSTEM WITH INVERSE DISCIPLINE, TWO TYPES OF CUSTOMERS, AND MARKOV INPUT FLOW2003
3372A MODEL OF FLIGHT REQUEST COLLECTION AND PROCESSING IN THE FLIGHT SCHEDULING PROBLEM2007
3370PROCESSOR SHARING: A SURVEY OF THE MATHEMATICAL THEORY2007
3351A NEW STAGE IN MATHEMATICAL TELETRAFFIC THEORY2009
3291REALIZATION OF A METHOD OF MATRIX-GEOMETRIC PROGRESSION2010
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