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Banik, Abhijit Datta

Author ID: banik.abhijit-datta Recent zbMATH articles by "Banik, Abhijit Datta"
Published as: Banik, A. D.; Banik, Abhijit Datta; Datta Banik, Abhijit; Banik, Abhijit D.
External Links: ORCID
Documents Indexed: 40 Publications since 2005
Co-Authors: 16 Co-Authors with 35 Joint Publications
395 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

28 Publications have been cited 191 times in 129 Documents Cited by Year
On the \(GI/M/1/N\) queue with multiple working vacations-analytic analysis and computation. Zbl 1167.90441
Banik, A. D.; Gupta, U. C.; Pathak, S. S.
44
2007
Complete analysis of finite and infinite buffer \(GI/MSP/1\) queue-a computational approach. Zbl 1149.90322
Gupta, U. C.; Banik, A. D.
21
2007
On the finite buffer queue with renewal input and batch Markovian service process: \(\mathrm{GI}/\mathrm{BMSP}/1/N\). Zbl 1293.60085
Banik, A. D.; Chaudhry, M. L.; Gupta, U. C.
13
2008
BMAP/G/1/N queue with vacations and limited service discipline. Zbl 1105.60069
Banik, A. D.; Gupta, U. C.; Pathak, S. S.
10
2006
A simple analysis of the batch arrival queue with infinite-buffer and Markovian service process using roots method: \( GI^{[X]}/C\)-\( MSP /1/\infty \). Zbl 1369.90039
Chaudhry, M. L.; Banik, A. D.; Pacheco, A.
9
2017
An algorithmic analysis of the \(BMAP/MSP/1\) generalized processor-sharing queue. Zbl 1391.90183
Ghosh, Souvik; Banik, A. D.
9
2017
The infinite-buffer single server queue with a variant of multiple vacation policy and batch Markovian arrival process. Zbl 1205.90084
Banik, A. D.
8
2009
Finite-buffer bulk service queue under Markovian service process: \(GI/MSP^{(a,b)}/1/N\). Zbl 1171.60020
Banik, A. D.; Gupta, U. C.; Chaudhry, M. L.
7
2009
Complete analysis of MAP/G/1/N queue with single (multiple) vacation(s) under limited service discipline. Zbl 1107.60057
Gupta, U. C.; Banik, A. D.; Pathak, S. S.
7
2005
A simple analysis of system characteristics in the batch service queue with infinite-buffer and Markovian service process using the roots method: \(\mathrm{GI}/\mathrm{C-MSP}^{a,b}/1/\infty\). Zbl 1356.60143
Chaudhry, M. L.; Banik, A. D.; Pacheco, A.; Ghosh, Souvik
7
2016
Analyzing the finite buffer batch arrival queue under Markovian service process: \(\mathrm{GI}^X /\mathrm{MSP}/1/\mathrm{N}\). Zbl 1120.60084
Banik, A. D.; Gupta, U. C.
6
2007
Efficient computational analysis of stationary probabilities for the queueing system \(BMAP/G/1/N\) with or without vacation(s). Zbl 1364.90116
Banik, A. D.; Chaudhry, M. L.
6
2017
Equilibrium balking strategies in renewal input queue with Bernoulli-schedule controlled vacation and vacation interruption. Zbl 1329.60320
Panda, Gopinath; Goswami, Veena; Banik, Abhijit Datta; Guha, Dibyajyoti
6
2016
Algorithmic computation of steady-state probabilities in an almost observable \(GI/M/c\) queue with or without vacations under state dependent balking and reneging. Zbl 1459.90073
Guha, Dibyajyoti; Goswami, Veena; Banik, Abhijit Datta
5
2016
Efficient computational analysis of non-exhaustive service vacation queues: \(BMAP/R/1/N(\infty)\) under gated-limited discipline. Zbl 1481.90127
Banik, A. D.; Ghosh, Souvik
5
2019
Analyzing state-dependent arrival in \(GI/\mathrm{BMSP}/1/\infty \) queues. Zbl 1217.90064
Banik, A. D.
4
2011
Finite buffer vacation models under E-limited with limit variation service and Markovian arrival process. Zbl 1152.90381
Banik, A. D.; Gupta, U. C.; Pathak, S. S.
3
2006
Equilibrium behaviour and social optimization in Markovian queues with impatient customers and variant of working vacations. Zbl 1382.60113
Banik, Abhijit Datta; Panda, Gopinath; Goswami, Veena
3
2017
Computing conditional sojourn time of a randomly chosen tagged customer in a BMAP/MSP/\(1\) queue under random order service discipline. Zbl 1388.90040
Ghosh, Souvik; Banik, A. D.
3
2018
Equilibrium and socially optimal balking strategies in Markovian queues with vacations and sequential abandonment. Zbl 1354.90042
Panda, Gopinath; Goswami, Veena; Banik, Abhijit Datta
3
2016
Analysis of single working vacation in GI\(/M/1/N\) and GI\(/M/1/\infty \) queueing systems. Zbl 1185.90039
Banik, A. D.
2
2010
Stationary analysis of a \(\mathrm{BMAP}/\mathrm{R}/1\) queue with \(\mathrm{R}\)-type multiple working vacations. Zbl 1386.60306
Banik, A. D.
2
2017
Stationary analysis and optimal control under multiple working vacation policy in a \(\mathrm{GI/M}^{(a,b)}/1\) queue. Zbl 1406.90028
Panda, Gopinath; Banik, Abhijit Datta; Guha, Dibyajyoti
2
2018
Ruin probabilities by Padé’s method: simple moments based mixed exponential approximations (Renyi, De Vylder, Cramér-Lundberg), and high precision approximations with both light and heavy tails. Zbl 1422.91323
Avram, F.; Banik, A. D.; Horvath, A.
2
2019
Stationary distributions of the \(\mathrm{R}^{[X]}/\mathrm{R}/1\) cross-correlated queue. Zbl 1386.60313
Panda, Gopinath; Banik, A. D.; Chaudhry, M. L.
1
2017
Numerical study on transient behaviour of finite bulk arrival or service queues with multiple working vacations. Zbl 1482.90069
Kumar, Rajesh; Ghosh, Souvik; Banik, Abhijit Datta
1
2021
A detailed note on the finite-buffer queueing system with correlated batch-arrivals and batch-size-/phase-dependent bulk-service. Zbl 1495.60082
Ghosh, Souvik; Banik, A. D.; Walraevens, Joris; Bruneel, Herwig
1
2022
On the optimal control of loss probability and profit in a \(GI /C\)-\(BMSP /1/N\) queueing system. Zbl 07182114
Datta Banik, Abhijit; Ghosh, Souvik; Chaudhry, M. L.
1
2020
A detailed note on the finite-buffer queueing system with correlated batch-arrivals and batch-size-/phase-dependent bulk-service. Zbl 1495.60082
Ghosh, Souvik; Banik, A. D.; Walraevens, Joris; Bruneel, Herwig
1
2022
Numerical study on transient behaviour of finite bulk arrival or service queues with multiple working vacations. Zbl 1482.90069
Kumar, Rajesh; Ghosh, Souvik; Banik, Abhijit Datta
1
2021
On the optimal control of loss probability and profit in a \(GI /C\)-\(BMSP /1/N\) queueing system. Zbl 07182114
Datta Banik, Abhijit; Ghosh, Souvik; Chaudhry, M. L.
1
2020
Efficient computational analysis of non-exhaustive service vacation queues: \(BMAP/R/1/N(\infty)\) under gated-limited discipline. Zbl 1481.90127
Banik, A. D.; Ghosh, Souvik
5
2019
Ruin probabilities by Padé’s method: simple moments based mixed exponential approximations (Renyi, De Vylder, Cramér-Lundberg), and high precision approximations with both light and heavy tails. Zbl 1422.91323
Avram, F.; Banik, A. D.; Horvath, A.
2
2019
Computing conditional sojourn time of a randomly chosen tagged customer in a BMAP/MSP/\(1\) queue under random order service discipline. Zbl 1388.90040
Ghosh, Souvik; Banik, A. D.
3
2018
Stationary analysis and optimal control under multiple working vacation policy in a \(\mathrm{GI/M}^{(a,b)}/1\) queue. Zbl 1406.90028
Panda, Gopinath; Banik, Abhijit Datta; Guha, Dibyajyoti
2
2018
A simple analysis of the batch arrival queue with infinite-buffer and Markovian service process using roots method: \( GI^{[X]}/C\)-\( MSP /1/\infty \). Zbl 1369.90039
Chaudhry, M. L.; Banik, A. D.; Pacheco, A.
9
2017
An algorithmic analysis of the \(BMAP/MSP/1\) generalized processor-sharing queue. Zbl 1391.90183
Ghosh, Souvik; Banik, A. D.
9
2017
Efficient computational analysis of stationary probabilities for the queueing system \(BMAP/G/1/N\) with or without vacation(s). Zbl 1364.90116
Banik, A. D.; Chaudhry, M. L.
6
2017
Equilibrium behaviour and social optimization in Markovian queues with impatient customers and variant of working vacations. Zbl 1382.60113
Banik, Abhijit Datta; Panda, Gopinath; Goswami, Veena
3
2017
Stationary analysis of a \(\mathrm{BMAP}/\mathrm{R}/1\) queue with \(\mathrm{R}\)-type multiple working vacations. Zbl 1386.60306
Banik, A. D.
2
2017
Stationary distributions of the \(\mathrm{R}^{[X]}/\mathrm{R}/1\) cross-correlated queue. Zbl 1386.60313
Panda, Gopinath; Banik, A. D.; Chaudhry, M. L.
1
2017
A simple analysis of system characteristics in the batch service queue with infinite-buffer and Markovian service process using the roots method: \(\mathrm{GI}/\mathrm{C-MSP}^{a,b}/1/\infty\). Zbl 1356.60143
Chaudhry, M. L.; Banik, A. D.; Pacheco, A.; Ghosh, Souvik
7
2016
Equilibrium balking strategies in renewal input queue with Bernoulli-schedule controlled vacation and vacation interruption. Zbl 1329.60320
Panda, Gopinath; Goswami, Veena; Banik, Abhijit Datta; Guha, Dibyajyoti
6
2016
Algorithmic computation of steady-state probabilities in an almost observable \(GI/M/c\) queue with or without vacations under state dependent balking and reneging. Zbl 1459.90073
Guha, Dibyajyoti; Goswami, Veena; Banik, Abhijit Datta
5
2016
Equilibrium and socially optimal balking strategies in Markovian queues with vacations and sequential abandonment. Zbl 1354.90042
Panda, Gopinath; Goswami, Veena; Banik, Abhijit Datta
3
2016
Analyzing state-dependent arrival in \(GI/\mathrm{BMSP}/1/\infty \) queues. Zbl 1217.90064
Banik, A. D.
4
2011
Analysis of single working vacation in GI\(/M/1/N\) and GI\(/M/1/\infty \) queueing systems. Zbl 1185.90039
Banik, A. D.
2
2010
The infinite-buffer single server queue with a variant of multiple vacation policy and batch Markovian arrival process. Zbl 1205.90084
Banik, A. D.
8
2009
Finite-buffer bulk service queue under Markovian service process: \(GI/MSP^{(a,b)}/1/N\). Zbl 1171.60020
Banik, A. D.; Gupta, U. C.; Chaudhry, M. L.
7
2009
On the finite buffer queue with renewal input and batch Markovian service process: \(\mathrm{GI}/\mathrm{BMSP}/1/N\). Zbl 1293.60085
Banik, A. D.; Chaudhry, M. L.; Gupta, U. C.
13
2008
On the \(GI/M/1/N\) queue with multiple working vacations-analytic analysis and computation. Zbl 1167.90441
Banik, A. D.; Gupta, U. C.; Pathak, S. S.
44
2007
Complete analysis of finite and infinite buffer \(GI/MSP/1\) queue-a computational approach. Zbl 1149.90322
Gupta, U. C.; Banik, A. D.
21
2007
Analyzing the finite buffer batch arrival queue under Markovian service process: \(\mathrm{GI}^X /\mathrm{MSP}/1/\mathrm{N}\). Zbl 1120.60084
Banik, A. D.; Gupta, U. C.
6
2007
BMAP/G/1/N queue with vacations and limited service discipline. Zbl 1105.60069
Banik, A. D.; Gupta, U. C.; Pathak, S. S.
10
2006
Finite buffer vacation models under E-limited with limit variation service and Markovian arrival process. Zbl 1152.90381
Banik, A. D.; Gupta, U. C.; Pathak, S. S.
3
2006
Complete analysis of MAP/G/1/N queue with single (multiple) vacation(s) under limited service discipline. Zbl 1107.60057
Gupta, U. C.; Banik, A. D.; Pathak, S. S.
7
2005
all top 5

Cited by 162 Authors

20 Banik, Abhijit Datta
12 Chaudhry, Mohan L.
9 Gupta, Umesh Chandra
7 Panda, Gopinath
6 Ghosh, Souvik
6 Goswami, Veena
6 Samanta, Sujit Kumar
6 Tian, Naishuo
5 Dudin, Alexander N.
5 Jyothsna, Kanithi
4 Bouchentouf, Amina Angelika
4 Gao, Shan
4 Li, Jihong
4 Liu, Liwei
4 Ma, Zhanyou
4 Pacheco, António
4 Zhang, Mian
3 Bruneel, Herwig
3 Chakravarthy, Srinivas R.
3 Guha, Dibyajyoti
3 Hanukov, Gabi
3 Kalidass, Kaliappan
3 Ke, Jauchuan
3 Kempa, Wojciech M.
3 Laxmi, Pikkala Vijaya
3 Saffer, Zsolt
3 Wang, Kuo-Hsiung
3 Ye, Qingqing
2 Bank, Balázs
2 Hou, Zhengting
2 Klimenok, Valentina Ivanovna
2 Li, Jianjun
2 Lillo, Rosa Elvira
2 Liu, Zaiming
2 Ramírez-Cobo, Pepa
2 Suchitra, Vepada
2 Telek, Miklós
2 Vadivukarasi, Manickam
2 Vijaya Laxmi, P.
2 Walraevens, Joris
2 Wang, Jinting
2 Wang, Yung-Chung
2 Wu, Chia-Huang
2 Yang, Dong-Yuh
2 Yechiali, Uri
2 Yera, Yoel G.
2 Yu, Miaomiao
2 Yue, Dequan
2 Yue, Wuyi
2 Zhang, Zhe George
1 Abbas, Karim
1 Abdul-Kader, Walid
1 Alfa, Attahiru Sule
1 Anily, Shoshana
1 Avinadav, Tal
1 Avram, Florin
1 Banerjee, Anuradha
1 Barbhuiya, Farida Parvez
1 Beliën, Jeroen
1 Boualem, Mohamed
1 Brugno, Arianna
1 Cai, Dong-Liang
1 Cao, Jianyu
1 Chang, Fu-Min
1 Chen, Anyue
1 Chen, Li
1 Chen, Wei-Lun
1 Chen, Xiaohong
1 Cherfaoui, Mouloud
1 Chernonog, Tatyana
1 Chiang, Li-Hsin
1 Chou, Jen-Hsiang
1 Chydzinski, Andrzej
1 Claeys, Dieter
1 Cordeau, J. Leo
1 Creemers, Stefan
1 Dai, Weimin
1 Das, Kousik
1 Demie, Seleshi
1 Ding, Chuan
1 Dragović, Branislav
1 Du, Qiwen
1 Dudin, Sergey A.
1 Dudina, Olga S.
1 Fiems, Dieter
1 Fu, Yonghong
1 Gabryel, Marcin
1 Goswami, Cosmika
1 Grahovac, Danijel
1 Guendouzi, Abdelhak
1 Gupta, Poonam
1 Gupta, Rajni
1 Hou, Zhenting
1 Hu, Cheng-Wei
1 Hu, Jianqiang
1 Indira, Singuluri
1 Jarrahi, Farshad
1 Jin, Shunfu
1 Jolai, Fariborz
1 Joshua, Anu Nuthan
...and 62 more Authors
all top 5

Cited in 44 Serials

16 Applied Mathematical Modelling
13 Journal of Industrial and Management Optimization
11 Opsearch
8 Methodology and Computing in Applied Probability
7 Queueing Systems
5 Annals of Operations Research
5 European Journal of Operational Research
4 Journal of Computational and Applied Mathematics
4 Applications and Applied Mathematics
3 Applied Mathematics and Computation
3 Computers & Operations Research
3 Mathematical Problems in Engineering
2 INFOR
2 Communications in Statistics. Simulation and Computation
2 International Journal of Computer Mathematics
2 Top
2 RAIRO. Operations Research
2 Journal of Systems Science and Complexity
2 4OR
2 Journal of the Operations Research Society of China
2 Journal of Mathematical Modelling and Algorithms in Operations Research
1 Statistics & Probability Letters
1 Operations Research Letters
1 Stochastic Analysis and Applications
1 Asia-Pacific Journal of Operational Research
1 Mathematical and Computer Modelling
1 Automation and Remote Control
1 Communications in Statistics. Theory and Methods
1 European Series in Applied and Industrial Mathematics (ESAIM): Probability and Statistics
1 International Journal of Applied Mathematics and Computer Science
1 CEJOR. Central European Journal of Operations Research
1 Probability in the Engineering and Informational Sciences
1 Applied Stochastic Models in Business and Industry
1 The ANZIAM Journal
1 Bulletin of the Malaysian Mathematical Sciences Society. Second Series
1 Journal of Applied Mathematics and Computing
1 Journal of the Korean Statistical Society
1 International Journal of Stochastic Analysis
1 Journal of Probability and Statistics
1 Operations Research and Decisions
1 Numerical Algebra, Control and Optimization
1 S\(\vec{\text{e}}\)MA Journal
1 ISRN Computational Mathematics
1 Modern Stochastics. Theory and Applications

Citations by Year