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Context. The study of G/G/1 systems is related to their relevance in the modern theory of teletraffic and, therefore, in the theory of computing systems and networks. In turn, this follows from the fact that it is impossible to obtain solutions for the wa... see more

Context. In the queuing theory of a research of the G/G/1 systems are relevant because it is impossible to receive decisions forthe average waiting time in queue in a final form in case of arbitrary laws of distributions of an input flow and service time.... see more

Context. In the queueing theory, studies of particular systems of the M/G/1 type are relevant in that they are still actively used inthe modern theory of teletraffic. The problem of finding a solution for the mean waiting time in a queue in the closed for... see more

Context. In the queuing theory of a research of the G/G/1 systems are relevant because it is impossible to receive decisions for the average waiting time in queue in a final form in case of arbitrary laws of distributions of an input flow and service time... see more

Context. In queuing theory, G/M/1 and G/G/1 systems research is relevant in that there is still no solution in the final form forthe general case for arbitrary laws of distributions of the input flow and service time. The problem of finding a solution for... see more

Context. In the queuing theory of a research of the G/G/1 systems are relevant because it is impossible to receive decisions forthe average waiting time in queue in a final form in case of arbitrary laws of distributions of an input flow and service time.... see more

Context. The problem of finding the solution for the mean waiting time in a closed form for a conventional system with hyperarlangianinput distributions of second order and for system with shifted hypererlangian input distributions is considered.Objective... see more

Context. In queuing theory, the study of G/G/1 systems is particularly relevant due to the fact that until now there is no solution in the final formin the general case. The problem of the derivation in closed form of the solution for the average waiting ... see more

A computational method based on modification of block pulse functions is proposed for solving numerically the linear Volterra-Fredholm integral equations. We obtain integration operational matrix of modification of block pulse functions on interval [0,T).... see more

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