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[1]
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A study on phases of service and multi-vacation policy in a non-Markovian queuing system
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… of Mathematics in …,
2022 |
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[2]
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Evaluation of a strict priority scheduler, and cross-layer resource allocation
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2022 |
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[3]
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Analisis Waktu Tunggu Dan Waktu Pelayanan Pendaftaran Di Rumah Sakit Umum Daerah Kota Bandung
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Jurnal Sehat …,
2022 |
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[4]
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IJMTT Call for Paper June-2022
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2020 |
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[5]
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Rancang Bangun Aplikasi IT Support Berbasis Android Menggunakan Metode SDLC (System Development Life Cycle) PT. Adhi Karya (Persero) Tbk., Departemen …
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2020 |
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[6]
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ИССЛЕДОВАНИЕ СИСТЕМЫ ОРГАНИЗАЦИИ ОЧЕРЕДЕЙ С ПРИОРИТЕТОМ БЕЗ ВЫТЕСНЕНИЯ И МНОЖЕСТВЕННЫМИ ПЕРИОДАМИ …
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2020 |
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[7]
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On a M/G/1 Queue Subject to Random Breakdowns with General Repair Times and Server's Choice for Deterministic or General Server Vacations.
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2019 |
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[8]
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Analysis of M [X1], M [X2]/G1, G2/1 retrial queueing system with priority services, working breakdown, collision, Bernoulli vacation, immediate feedback, starting failure …
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Applications and …,
2019 |
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[9]
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Analysis of a non-Markovian single server batch arrival queueing system of compulsory three stages of services with fourth optional stage service, service interruptions …
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2019 |
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[10]
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Analysis of M[X1],M[X2]/G1,G2/1 retrial queueing system with priority services, working breakdown, collision, Bernoulli vacation, immediate feedback, starting …
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2019 |
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[11]
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On a M/G/1 Queue Subject to Random Breakdowns with General Repair Times and Server's Choice for Deterministic or General Server Vacations
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2019 |
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[12]
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Contributions to the study of batch arrival bulk service non-markovian queueing system with stand-by server and vacation
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2018 |
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[13]
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A multiple channel queueing model under an uncertain environment with multiclass arrivals for supplying demands in a cement industry
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2018 |
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[14]
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Performance evaluation and analysis of a discrete queue system with multiple working vacations and non-preemptive priority
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2018 |
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[15]
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Contributions to The Study of Batcharrival Non Markovian Queueing Systemwith Mixed Priority Services Andimpatient Customers
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2018 |
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[16]
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Transient Solution of M [X1], M [X2]/G1, G2/1 with Priority Services, Modified Bernoulli Vacation, Bernoulli Feedback, Breakdown, Delaying Repair and Reneging
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Applications and …,
2017 |
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[17]
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Contributions to The Study of Transient Analysis of Batch Arrival Non Markovian Queueing System with Priority Services and Bernoulli Vacation
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2017 |
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[18]
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An Algorithmic Approach for Multiserver Retrial Queues with Two Customers Classes and Non-preemptive Priority
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Analytical and Stochastic Modelling Techniques and Applications,
2017 |
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[19]
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A Recursive Analysis Approach for Retrial Mobile Networks with Two Customers Classes and Non-preemptive Priority
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Mobile and Wireless Technologies 2017,
2017 |
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[20]
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• STATISTICAL ANALYSIS OF NON-PREEMPTIVE PRIORITY IN FUZZY QUEUEING SYSTEM
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2017 |
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[21]
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ANALISIS SISTEM ANTREAN DENGAN DISIPLIN PELAYANAN PREEMPTIVE
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2017 |
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[22]
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Transient Solution of M[X1], M[X2]/G1, G2/1 with Priority Services, Modified Bernoulli Vacation, Bernoulli Feedback, Breakdown, Delaying Repair and Reneging.
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Applications & Applied Mathematics,
2017 |
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[23]
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Priority Queueing System with a Single Server Serving Two Queues M[X1];M[X2]=G1,G2/1 with Balking and Optional Server Vacation.
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Applications & Applied Mathematics,
2016 |
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[24]
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Priority Queueing System with a Single Server
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Applications and Applied Mathematics,
2016 |
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[25]
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Improving the quality of service for users in cognitive radio network using priority queueing analysis
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IET Communications,
2016 |
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[26]
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On Optional Deterministic Server Vacations in a Batch Arrival Queueing System with a Single Server Providing First Essential Service Followed by One of the Two Types of Additional Optional Service
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Malaya J. Mat.,
2016 |
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[27]
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Time-dependent and steady state solution of an M [x]/(G)/1 queueing system with server's long and short vacations
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Journal of Mathematical and Computational Science,
2016 |
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[28]
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On Four Models of a Three Server Queue with Optional Server Vacations
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International Journal of Mathematical and Computational Sciences,
2016 |
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[29]
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Priority Queueing System with a Single Server Serving Two Queues M [X 1]; M [X 2]= G 1, G 2/1 with Balking and Optional Server Vacation.
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Applications & Applied Mathematics,
2016 |
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[30]
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MINIMIZING WAITING TIMES USING MULTIPLE FUZZY QUEUEING MODEL WITH SUPPLY PRIORITIES
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Far East Journal of Mathematical Sciences,
2016 |
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[31]
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Priority Queueing System with a Single Server Serving Two Queues M [X1], M [X2]/G1, G2/1 with Balking and Optional Server Vacation
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Applications and …,
2016 |
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[32]
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On a M /(G1, G2)/1 queue with third-stage optional service and deterministic server vacations
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Journal of Mathematical and Computational Science,
2015 |
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[33]
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Анализ характеристик замкнутой многоканальной системы массового обслуживания с абсолютными приоритетами
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2015 |
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[34]
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Анализ характеристик замкнутой системы массового обслуживания с относительными приоритетами
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ЮГ Нестеров,
2014 |
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[35]
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Автоматизированная система контроля износа контактного провода
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2014 |
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[36]
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Математическая модель гидропривода с двойным объёмным регулированием
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2014 |
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[37]
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Россия, МГТУ им. НЭ Баумана
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2012 |
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[38]
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A MULTIPLE CHANNEL QUEUEING MODEL UNDER AN UNCERTAIN ENVIRONMENT WITH MULTICLASS ARRIVALS FOR SUPPLYING DEMANDS IN A …
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[39]
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Analysis of M [X1], M [X2]/G1, G2/1 retrial queueing system with priority services, stand by server Bernoulli vacation, extended vacation, breakdown and …
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G Ayyappan
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