Results 11 to 20 of about 259 (121)
, 2021 Context. In the queueing theory, the study of systems with arbitrary laws of the input flow distribution and service time is relevant because it is impossible to obtain solutions for the waiting time in the final form for the general case. Therefore, the
Bakhareva , N. F., Tarasov , V. N.
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Mineralogical characterization of hydrothermal alterations in the geothermal area of Paipa Boyaca, Colombia [PDF]
, 2021 diagramas, ilustraciones a color, fotografías, mapas, tablasEsta investigación tiene como objetivo aportar al conocimiento de las características petrográficas, composicionales y de minerales de alteración de las rocas volcánicas félsicas y cuerpos ...
García Lara, Angela Valeria
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МАТЕМАТИЧНА МОДЕЛЬ ЗАТРИМКИ НА ОСНОВІ СИСТЕМ З ГІПЕРЕРЛАНГІВСЬКИМИ I ЕРЛАНГІВСЬКИМИ РОЗПОДІЛАМИ
, 2021 Context. Studies of G/G/1 systems in queuing theory are relevant because such systems are of interest for analyzing the delay of data transmission systems.
Tarasov , V. N.
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ДВІ ПАРИ ДВОЇСТИЙСИСТЕМ МАСОВОГО ОБСЛУГОВУВАННЯ ЗІ ЗВИЧАЙНИМИ І ЗСУНУТИМИ РОЗПОДІЛАМИ
, 2022 Context. The relevance of studies of G/G/1 systems is associated with the fact that they are in demand for modeling data transmission systems for various purposes, as well as with the fact that for them there is no final solution in the general case.
Tarasov, V. N., Bakhareva, N. F.
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СИСТЕМИ МАСОВОГО ОБСЛУГОВУВАННЯ З ЗАПІЗНЕННЯМ У ЧАСІ
, 2022 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 ...
Tarasov, V. N., Bakhareva, N. F.
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АНАЛІЗ СИСТЕМИ H2/E2/1 ТА ЇЇ АНАЛОГА ЗI ЗСУНУТИМИ ВХІДНИМИ РОЗПОДІЛАМИ
, 2020 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 ...
Tarasov, V. N.
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МОДЕЛЬ ТЕЛЕТРАФІКА НА ОСНОВІ СИСТЕМ HE2/H2/1 ЗІ ЗВИЧАЙНИМИ ТА ЗСУНУТИМИ ВХІДНИМИ РОЗПОДІЛАМИ
, 2020 Context. The problem of deriving a solution for the average waiting time in a closed form queue for an ordinary system with second-order hyper-Erlang and hyperexponential input distributions and a system with shifted hyper-Erlang and hyperexponential ...
Tarasov, V. N., Bakhareva, N. F.
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Spectral solutions for QS with distribution laws in the form of probabilistic mixtures
Физика волновых процессов и радиотехнические системыBackground. QS are the main mathematical tool for modeling data transmission systems, which are not without reason called queuing networks. The need to regulate such characteristics of mass service systems as waiting time in a queue or queue length is ...
Veniamin N. Tarasov +1 more
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, 2011 summary:The paper studies a construction of nontrivial solution for a class of Hammerstein–Nemytskii type nonlinear integral equations on half-line with noncompact Hammerstein integral operator, which belongs to space $L_1(0,+\infty )\cap L_{\infty }(0,+\
A. Kh. Khachatryan +7 more
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, 2019 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
Tarasov, V.N., Bakhareva, N. F.
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