Information Technologies and Mathematical Modeling: Analysis of a k-out-of-n Reliability System with Single Server, Internal and External Service, N-Policy, and Multiple Server Vacations.- The limit distribution of the queue length in a priority system with autoregressive arrivals under the heavy traffic condition.- Markov Decision Process and Artificial Neural Network for Resource Capacity Planning in 5G Network Slicing.- A stochastic model of a passenger transport hub operation based on Queueing Networks.- Stochastic Analysis of a Discrete-Time Production Inventory Model Incorporating Perishable Items and Positive Service Time.- Identification of Network Traffic Using Neural Networks.- Stochastic Analysis of a Production Inventory System with Deteriorating Items, Unreliable Server and Retrial of Customers.- Leaf node polling model analysis in an integrated access and backhaul network.- A Semi-Markovian Analysis of an Inventory Model with Inventory-level Dependent Arrival and Service Processes.- Infinite-server queueing system with two states of service and abandonments.- Cost Analysis in a Production Inventory System: Managing Varied Production Rates, Service Interruption and Customer Retrial.- Effectiveness of N-Policy in Managing a Multi-Server Stochastic Inventory System with Service Time : A Comprehensive Analysis.- Statistical evaluation of input flow intensity in the presence of an interfering parameter.- The numerical analysis of the time-scale shortest queue model under the Dobrushin mean-field approach.- Research of adaptive RQ system M/M/1 with unreliable server.- On Information in Competing Risks Model of Random Censoring.- Further improvement of the Basic Lemma of critical Bienaym ´e-Galton-Watson Branching Systems and its applications.- On Estimator For Structural Parameters In Q-process. Workshop on Retrial Queues: Retrial queueing system of MAP/PH/N type with a finite buffer and group service. The process describing the system dynamics.- Retrial queueing system of MAP/PH/N type with a finite buffer and group service. Stationary analysis of the system.- The mean regeneration cycle length in a constant retrial rate system.- The Method of Marginal Asymptotic-Diffusion Analysis for Multiclass Retrial Queues.- Simulating Retrial Queues with Finite Source, Two-Way Communication to the Orbit, Backup Server, and Impatient Customers.
