Information Technologies and Mathematical Modelling. Queueing Theory and Applications

Analysis of the Polling System with Two Markovian Arrival Flows, Finite Buffers, Gated Service and Phase-Type Distribution of Service and Switching Times.- Simulation of finite-source retrial queueing systems with impatient customers using different failure modes.- Markovian models of queuing systems with positive and negative replenishment policies.- Analysis of Open Queueing Networks with Batch Services.- N- Policy for  a Production Inventory System with Positive Service Time.- Generalised  Self-induced Service Interruption and Consequent  Reduced Priority in Discrete-Time  Queues.- On comparison of waiting time extremal indexes  in queueing systems with Weibull service times.- On the existence of the stationary distribution in a cyclic polling system with autoregressive Poisson inputs.- Evaluation of the New and Accepted Customers Blocking Probabilties in a Network of Resource Loss Systems.- Application of k-out-of-n:G System and Machine Learning Techniqueson Reliability Analysis of Tethered Unmanned Aerial Vehicle.- Mathematical Model of the Tandem Retrial Queue M|GI|1|M|1 with a Common Orbit.- Analyzing the Effect of Catastrophic Breakdowns with Retrial Queues in a Two-Way Communication System.- Queueing system with two types of customers and limited processor sharing.- Energy Efficiency of a Single-Server with Inactive State by Matrix-Analytic Method.- Optimization of the adaptive control system for conflict Cox-Lewis flows.- Synergistic effects in queuing systems and related statistical problems.- An Explicit Solution for an Inventory Model with Positive Lead Time and Server Interruptions.- Optimization of the transmission of messages divided into different shares, transmitted on two different channels.- Stability of Applied Probability Systems, Their Limit Behavior and Optimization.- Retrial Queue MMPP/M/N under Heavy Load Condition.- On the application of queuing theory in the analysis of transients in the operation of a freight railway station.- Optimization of the Bartlett conflict traffic flows control process in the class of algorithms with a pedestrian mode.- PASTA for remaining service time in stable and unstable queues.- Application of machine learning methods to solving problems of queuing theory.- Resource requirements distribution evaluation for traffic offloading strategies in NR-U networks.- Stability Analysis for Retrial Queue with Collisions and $r$-Persistent Customers.- Asymptotic Analysis of Retrial Queueing System M/M/1 with Non-persistent Customers and Collisions.- Asymptotic analysis of MMPP/M/1 retrial queueing system with unreliable server.