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DR. ABHIJIT DATTA BANIKASSOCIATE PROFESSOR
SCHOOL OF BASIC SCIENCES



RESEARCH INTERESTS

Queueing Theory, Applied Probability Models, Stochastic Modelling and
Simulation, Stochastic Models in Operations Research and their application in
Communication systems, Transportation, Manufacturing, Production and Inventory
Systems.

Brief Resume


CONTACT DETAILS

 * Room # 301, SBS Building, Argul Campus
 * +06747135108
 * adattabanik@iitbbs.ac.in, banikad@gmail.com


OTHER PROFILE LINK(S)

 * Google Scholar
 * IRINS Profile

 * Biosketch Teaching Publications Research Scholars Projects Academic Honors &
   Awards Professional Experience Other


EDUCATION

 Degree Discipline Year School  Ph.D. Mathematics 2007 Indian Institute of
Technology Kharagpur

 


BIOSKETCH

 


TEACHING



In the Spring Semester 2009-2010: Mathematics II (MA1L002),
Combinatorics-probability and Statistics (MA2L006), In the Autumn
Probability-Statistics and Stochastic Process (MA2L003), Mathematics I (MA1L001)



 


RECENT PUBLICATIONS (INTERNATIONAL JOURNALS)

1U. C. Gupta, A. D. Banik and S. S. Pathak, Complete analysis of MAP/G/1/N queue
with single (multiple) vacation(s) under limited service discipline, Journal of
Applied Mathematics and Stochastic Analysis 2005 (3) 353-373.
2A. D. Banik, U. C. Gupta and S. S. Pathak, Finite buffer vacation models under
E-limited with limit variation service and Markovian arrival process, Operations
Research Letters 34 (5) 539-547
3A. D. Banik, U. C. Gupta and S. S. Pathak, BMAP/G/1/N queue with vacations and
limited service discipline, Applied Mathematics and Computation 180 (2) 707-721.
4U. C. Gupta and A. D. Banik, Complete analysis of finite and infinite buffer
GI/MSP/1 queue-a computational approach, Operations Research Letters 35 (2)
273-280.
5A. D. Banik, U. C. Gupta and S. S. Pathak, On the GI/M/1/N queue with multiple
working vacations-analytic analysis and computation, Applied Mathematical
Modelling 31(9)1701-1710.
6A. D. Banik, M. L. Chaudhry 2016. Efficient Computational Analysis of
Stationary Probabilities for the Queueing System BMAP/G/1/N With or Without
Vacation(s). INFORMS Journal on Computing, 29(1), 140–151.
7Souvik Ghosh, A. D. Banik 2017. An algorithmic analysis of the BMAP/MSP/1
generalized processor-sharing queue. Computers & Operations Research 79, 1–11.
8Gopinath Panda, Veena Goswami, A. D. Banik 2016. Equilibrium and Socially
Optimal Balking Strategies in Markovian Queues with Vacations and Sequential
Abandonment. Asia-Pacific Journal of Operational Research 33(05), 34 Pages.
9Gopinath Panda, A.D. Banik & M.L. Chaudhry 2017. Stationary distributions of
the R[X]/R/1 cross-correlated queue. Communication in Statistics-Theory and
Methods. (Article in Press)
10Dibyajyoti Guha, Veena Goswami, A. D. Banik 2015. Equilibrium balking
strategies in renewal input batch arrival queues with multiple and single
working vacation. Performance Evaluation 94, 1—24.
11Dibyajyoti Guha, Veena Goswami, A. D. Banik, 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. Applied Mathematical
Modelling 40, 4199–4219.
12ML Chaudhry, AD Banik, A Pacheco, 2015. A simple analysis of the batch arrival
queue with infinite-buffer and Markovian service process using roots method:
GI^{[X]}/C-MSP/1/∞. Annals of Operations Research. (Article in Press)
13Chaudhry M. L., A. D. Banik, A. Pacheco, Souvik Ghosh, 2016. A Simple Analysis
of system characteristics in the Batch Service Queue with Infinite-buffer and
Markovian Service Process using the Roots Method: GI/C-MSP(a,b)/1/∞. RAIRO
Operations Research 50, 519—551.
14Gopinath Panda, Veena Goswami, A. D. Banik, Dibyajyoti Guha, 2016. Equilibrium
balking strategies in renewal input queue with Bernoulli-schedule controlled
vacation and vacation interruption, Journal of Industrial and Management
Optimization. 12 (3), 851--878. ([Publisher: American Institute of Mathematical
Sciences]
15A. D. Banik, 2015. Single server queues with batch Markovian arrival process
and bulk renewal or non-renewal service. Journal of system science and systems
engineering. 24, 337-363.
16A. D. Banik, 2017. Stationary Analysis of a BMAP/R/1 Queue with R-type
Multiple Working Vacations. Communications in Statistics-Simulation and
Computation. (Article in Press)
17A. D. Banik, 2014. Some aspects of stationary characteristics and optimal
control of the BMAP∕ G− G∕ 1∕ N (∞) oscillating queueing system. Applied
Stochastic Models in Business and Industry 31, 214-230.
18D. Guha and A. D. Banik 2013. On The Renewal Input Batch-arrival Queue Under
Single And Multiple Working Vacation Policy With Application To EPON. INFOR:
Information Systems and Operational Research 51 (4), 175-191.
19A. D. Banik, 2013. Analysis of Queue-Length Dependent Vacations and P-Limited
Service in BMAP/G/1/N Systems: Stationary Distributions and Optimal Control.
International Journal of Stochastic Analysis 2013, 14 Pages.
20A. D. Banik, 2013. Stationary distributions and optimal control of queues with
batch Markovian arrival process under multiple adaptive vacations. Computers &
Industrial Engineering 65 (3), 455-465.


CONFERENCES (INTERNATIONAL)

1A. D. Banik, U. C. Gupta and M. L. Chaudhry, Finite-buffer bulk service queue
under Markovian service process. (ACM International Conference Proceeding
Series; Vol. 321) Proceedings of the 2nd international conference on Performance
evaluation methodologies and tools, Valuetools 2007, October 23-25, 2007,
Nantes, France.
2V. S. Borkar, D. J. Das, A. D. Banik and D. Manjunath, A learning scheme for
stationary probabilities of large Markov chains with examples. Proceedings of
the Forty-Sixth Annual Allerton Conference, September 23-26, 2008, University of
Illinois at Urbana-Champaign, IL, USA.
3A. D. Banik, Souvik Ghosh, and Debasis Basu, 2016. Computational Analysis of a
Single Server Queue with Batch Markovian Arrival and Exponential Single Working
Vacation, , Presented in the International Conference on Frontiers in
Optimization: Theory and Applications, held during November 24-26, 2016 at
Heritage Institute of Technology, Kolkata, India. (To be included in the
Springer proceedings).
4Gopinath Panda, A. D. Banik, and M. L. Chaudhry, 2016. Computational analysis
of the GI/G/1 risk process using roots, Presented in the International
Conference on Frontiers in Optimization: Theory and Applications, held during
November 24-26, 2016 at Heritage Institute of Technology, Kolkata, India. (This
paper receives Best paper (Theory) award in FOTA-2016 and to be included in the
Springer proceedings)
5Gopinath Panda, Veena Goswami, A D Banik, 2015. Equilibrium abandonment
strategies in a cloud management system (CMS): A queueing approach, Presented in
Stochastic Models of Manufacturing and Service Operations, Volos, Greece, June
1-6, 2015 and included in the conference proceedings [Publisher: University of
Thessaly Press]
6G Panda, AD Banik and ML Chaudhry, 2014. Inverting the Transforms Arising in
the GI/M/1 Risk Process Using Roots. Mathematics and Computing 2013, 297-312.
[Publisher: Springer]
7D Guha, AD Banik, V Goswami, S Ghosh, 2014. Equilibrium Balking Strategy in an
Unobservable GI/M/c Queue with Customers’ Impatience. Distributed Computing and
Internet Technology, LNCS, 188-199. [Publisher: Springer]
8AD Banik and SK Samanta, 2013. Controlling Packet Loss of Bursty and Correlated
Traffics in a Variant of Multiple Vacation Policy. Distributed Computing and
Internet Technology, LNCS, 208-219. [Publisher: Springer]
 




ACADEMIC HONORS & AWARDS

 * Qualified UGC-CSIR NET in CSIR Junior Research Fellowship (JRF) category in
   the year 2001
 * INRIA, France Post-Doctoral Fellowship in the year 2007
 * Portuguese Foundation for Science and Technology (FCT) Post-Doctoral
   fellowship in the year 2009,

 


RESEARCH SCHOLAR

Dibyajyoti Guha (Ph. D, 2016) , Gopinath Panda (Ph. D., 2017) , Souvik Ghosh
(Ph. D., 2019)
 

No Records Found



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