U. C. Gupta

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Complete analysis of a discrete-time batch service queue with batch-size-dependent service time under correlated arrival process: D-MAP/Gn(a, b)/1

Mohan L. Chaudhry, Nitin Kumar, F. P. Barbhuiya, 2021, RAIRO Oper. Res..

A difference equation approach for analysing a batch service queue with the batch renewal arrival process

F. P. Barbhuiya, U. C. Gupta, 2019, Journal of Difference Equations and Applications.

On the analysis of single server finite queue with state dependent arrival and service processes: $M(n)/G(n)/1/K$

U. C. Gupta, T. Srinivasa Rao, 1998 .

Analysis of a discrete-time queue with load dependent service under discrete-time Markovian arrival process

Veena Goswami, Sujit Kumar Samanta, U. C. Gupta, 2014 .

Transient Behaviour of an M/M/1/N queue

U. C. Gupta, O. P. Sharma, 1982 .

Stationary queue and server content distribution of a batch-size-dependent service queue with batch Markovian arrival process: BMAP/Gn(a,b)/1

U. C. Gupta, S. Pradhan, 2020, 2001.03308.

Computational analysis of bulk service queue with Markovian arrival process: MAP/R(a, b)/1 queue

Mohan L. Chaudhry, U. C. Gupta, M. Chaudhry, 2013 .

A Simple and Complete Computational Analysis of MAP/R/1 Queue Using Roots

Mohan L. Chaudhry, U. C. Gupta, M. Chaudhry, 2013 .

COMPUTATIONAL ASPECTS OF BULK-SERVICE QUEUEING SYSTEM WITH VARIABLE CAPACITY AND FINITE WAITING SPACE: M/G_Y/1/N+B

Mohan L. Chaudhry, B. R. Madill, U. C. Gupta, 1991 .

Exact computational analysis of waiting-time distributions of single-server bulk-arrival queues: MX/G/1

Mohan L. Chaudhry, U. C. Gupta, 1992 .

An interval linear programming approach for portfolio selection model

Geetanjali Panda, Pankaj Kumar, U. C. Gupta, 2016 .

Complete analysis of MAP/G/1/N queue with single (multiple) vacation(s) under limited service discipline.

A. D. Banik, U. C. Gupta, A. Banik, 2005 .

On the Finite-Buffer Bulk-Arrival GIx/Ek/N Queueing System

P. Vijaya Laxmi, U. C. Gupta, 2000 .

Performance analysis of the discrete-time GI / Geom /1/ N queue

Mohan L. Chaudhry, U. C. Gupta, 1996 .

Analysis of the discrete-time GI/Geom(n)/1/N queue

Mohan L. Chaudhry, J. G. C. Templeton, U. C. Gupta, 1996 .

Portfolio rebalancing model with transaction costs using interval optimization

Geetanjali Panda, Pankaj Kumar, U. C. Gupta, 2015 .

A finite capacity bulk service queue with single vacation and Markovian arrival process

K. Sikdar, U. C. Gupta, K. Sikdar, 2004 .

On the transient behaviour of a model for queues in series with finite capacity

U. C. Gupta, O. P. Sharma, 1983 .

Finite-Buffer Bulk Service Queue Under Markovian Service Process: GI/MSP (a,b)/1/N

Mohan L. Chaudhry, A. D. Banik, U. C. Gupta, 2009 .

Analyzing an infinite buffer batch arrival and batch service queue under batch-size-dependent service policy

S. K. Samanta, U. C. Gupta, Sourav Pradhan, 2016 .

On the Finite Buffer Queue with Renewal Input and Batch Markovian Service Process: GI/BMSP/1/N

Mohan L. Chaudhry, A. D. Banik, U. C. Gupta, 2008 .

A Comparative Numerical Study of the Spectral Theory Approach of Nishimura and the Roots Method Based on the Analysis of BDMMAP/G/1 Queue

U. C. Gupta, Arunava Maity, 2015 .

Batch Renewal Arrival Process Subject to Geometric Catastrophes

Nitin Kumar, F. P. Barbhuiya, U. C. Gupta, 2019 .

On the Analysis of the Discrete-Time Geom( n)/G( n)/1/ N Queue

Mohan L. Chaudhry, U. C. Gupta, 1996 .

Numerical Evaluation of State Probabilities at Different Epochs in Multiserver GI/Geom/m Queue

M. L. Chaudhry, U. C. Gupta, 2003 .

Algorithmic Discussions Of Distributions Of Numbers Of Busy Channels For GI/Geom/m/m Queues

Mohan L. Chaudhry, U. C. Gupta, 2000 .

Stochastic programming technique for portfolio optimization with minimax risk and bounded parameters

U. C. Gupta, G. Panda, Pankaj Kumar, 2018, Sādhanā.

A Queueing System with Batch Renewal Input and Negative Arrivals

F. P. Barbhuiya, U. C. Gupta, Nitin Kumar, 2020, Infosys Science Foundation Series.

Analysis of an infinite-buffer batch-size-dependent service queue with discrete-time Markovian arrival process: D-$MAP/G_n^{(a,b)}/1$

F. P. Barbhuiya, U. C. Gupta, S. Pradhan, 2020, 2005.13942.

ALTERNATIVE APPROACH FOR ANALYZING DISCRETE-TIME FINITE-BUFFER QUEUES WITH SERVER VACATIONS

S. K. Samanta, U. C. Gupta, R. Sharma, 2007 .

Performance analysis of the discrete-time GI/Geom/1/N queue

U. C. Gupta, M. Chaudhry, 1996, Journal of Applied Probability.

A Discrete-Time GIX/Geo/1 Queue with Multiple Working Vacations Under Late and Early Arrival System

F. P. Barbhuiya, U. C. Gupta, 2020, Methodology and Computing in Applied Probability.

Analysis of a population model with batch Markovian arrivals influenced by Markov arrival geometric catastrophes

U. C. Gupta, Nitin Kumar, 2019, Communications in Statistics - Theory and Methods.

Computing system-time and system-length distributions for MAP/D/1 queue using distributional Little's law

Mohan L. Chaudhry, U. C. Gupta, Gagandeep Singh, 2012, Performance evaluation (Print).

Analysis of batch size-dependent bulk service queue with multiple working vacation

U. C. Gupta, G. Tamrakar, Adrish Banerjee, 2022, Int. J. Comput. Math. Comput. Syst. Theory.

A Discrete-Time GIX/Geo/1 Queue with Multiple Working Vacations Under Late and Early Arrival System

F. P. Barbhuiya, U. C. Gupta, 2019, Methodology and Computing in Applied Probability.

An ‘(s, S)’ inventory in a queueing system with batch service facility

U. C. Gupta, S. Chakravarthy, Arunava Maity, 2015, Annals of Operations Research.

Analysis of an infinite-buffer batch-size-dependent service queue with discrete-time Markovian arrival process: D-$MAP/G_n^{(a,b)}/1$

F. P. Barbhuiya, U. C. Gupta, S. Pradhan, 2020, 2005.13942.

Computational analysis of bulk service queue with Markovian arrival process: MAP/R(a, b)/1 queue

U. C. Gupta, M. Chaudhry, Gagandeep Singh, 2013, OPSEARCH.

Discrete-time queue with batch renewal input and random serving capacity rule: $$GI^X/ Geo^Y/1$$GIX/GeoY/1

U. C. Gupta, Farida Parvez Barbhuiya, F. P. Barbhuiya, 2019, Queueing Syst. Theory Appl..

On the M/G/1 machine interference model with spares

U. C. Gupta, T. S. S. Srinivasa Rao, U. C. Gupta, 1996 .

Computing Steady State Probabilities in Lambda(n)/G/1/K Queue

U. C. Gupta, T. S. S. Srinivasa Rao, U. C. Gupta, 1996, Perform. Evaluation.

A recursive method to compute the steady state probabilities of the machine interference model: (M/G/1)/K

U. C. Gupta, T. S. S. Srinivasa Rao, U. C. Gupta, 1994, Comput. Oper. Res..

Exact and approximate numerical solutions to steady-state single-server queues:M/G/1 — a unified approach

Mohan L. Chaudhry, U. C. Gupta, Manju Agarwal, 1992, Queueing Syst. Theory Appl..

Analyzing a multiserver bulk-service finite-buffer queue

Veena Goswami, U. C. Gupta, P. Vijaya Laxmi, 2008 .

Analysis of finite-buffer multi-server queues with group arrivals: GIX/M/c/N

U. C. Gupta, P. Vijaya Laxmi, U. C. Gupta, 2000, Queueing Syst. Theory Appl..

Stationary system-length distribution of Markovian bulk service queue with modified bulk service rule and dynamic service rates

U. C. Gupta, Gagandeep Singh, A. Kumari, 2021, Int. J. Comput. Math. Comput. Syst. Theory.

On finite-buffer batch-size-dependent bulk service queue with queue-length dependent vacation

U. C. Gupta, G. K. Gupta, G. K. Gupta, 2020, Quality Technology & Quantitative Management.

An ‘(s, S)’ inventory in a queueing system with batch service facility

S. R. Chakravarthy, U. C. Gupta, Arunava Maity, 2017, Ann. Oper. Res..

Analysis and optimal control of a queue with infinite buffer under batch-size dependent versatile bulk-service rule

U. C. Gupta, Arunava Maity, 2015, OPSEARCH.

Analysis and optimal control of a queue with infinite buffer under batch-size dependent versatile bulk-service rule

U. C. Gupta, Arunava Maity, U. C. Gupta, 2015 .

Analysis of stationary discrete-time GI/D-MSP/1 queue with finite and infinite buffers

Mohan L. Chaudhry, U. C. Gupta, Sujit Kumar Samanta, 2009, 4OR.

The Relations among the queue Size Distributions at Departure, Arbitrary and Pre-arrival Epochs in the MAP/G/1 Queue With Finite/infinite Buffer — an Alternative Approach

U. C. Gupta, P. V. Laxmi, 2001 .

On the batch arrival batch service queue with finite buffer under server's vacation: MX/GY/1/N queue

U. C. Gupta, Karabi Sikdar, U. C. Gupta, 2008, Comput. Math. Appl..

The analysis of a finite-buffer general input queue with batch arrival and exponential multiple vacations

U. C. Gupta, Rajneesh Sharma, K. Sikdar, 2008 .

Batch Renewal Arrival Process Subject to Geometric Catastrophes

F. P. Barbhuiya, U. C. Gupta, Nitin Kumar, 2018, Methodology and Computing in Applied Probability.

Analytical and computational aspects of the infinite buffer single server N policy queue with batch renewal input

U. C. Gupta, F. P. Barbhuiya, U. C. Gupta, 2020, Comput. Oper. Res..

Analysis of the GI/M/c queue with N-threshold policy

F. P. Barbhuiya, U. C. Gupta, N. Kumar, 2022, Quality Technology & Quantitative Management.

On the GI/M/1/N queue with multiple working vacations—analytic analysis and computation

U. C. Gupta, A. D. Banik, S. S. Pathak, 2007 .

A simple method for computing state probabilities of theM/G/1 andGI/M/1 finite waiting space queues

U. C. Gupta, T. S. S. Srinivasa Rao, U. C. Gupta, 1996, Math. Methods Oper. Res..

On exact computational analysis of distributions of numbers in systems for M/G/1/N + 1 and GI/M/1/N + 1 queues using roots

Mohan L. Chaudhry, U. C. Gupta, Manju Agarwal, 1991, Comput. Oper. Res..

Markovian Arrival Process Subject to Renewal Generated Binomial Catastrophes

U. C. Gupta, N. Kumar, Nitin Kumar, 2022, Methodology and Computing in Applied Probability.

Computational and Numerical Investigation of the Batch Markovian Arrival Process Subject to Renewal Generated Geometric Catastrophes

U. C. Gupta, Nitin Kumar, Gagandeep Singh, 2021, International Journal of Applied and Computational Mathematics.

Detailed computational analysis of queueing-time distributions of the BMAP/G/1 queue using roots

Gagandeep Singh, U. C. Gupta, M. L. Chaudhry, 2016, Journal of Applied Probability.

Analysis of queueing-time distributions for MAP/DN/1 queue

Mohan L. Chaudhry, U. C. Gupta, Gagandeep Singh, 2014, Int. J. Comput. Math..

Analysis of the MAP/Ga,b/1/N Queue

U. C. Gupta, P. Vijaya Laxmi, U. C. Gupta, 2001, Queueing Syst. Theory Appl..

Reducing congestion in bulk-service finite-buffer queueing system using batch-size-dependent service

U. C. Gupta, Anuradha Banerjee, U. C. Gupta, 2012, Perform. Evaluation.

Analysis of a finite-buffer bulk-service queue under Markovian arrival process with batch-size-dependent service

S. R. Chakravarthy, U. C. Gupta, Anuradha Banerjee, 2015, Comput. Oper. Res..

Analytic and numerical aspects of batch service queues with single vacation

U. C. Gupta, Karabi Sikdar, U. C. Gupta, 2005, Comput. Oper. Res..

Performance analysis of finite buffer discrete-time queue with bulk service

U. C. Gupta, Veena Goswami, U. C. Gupta, 2002, Comput. Oper. Res..

Discrete-time GeoX/G(a, b)/1/N queues with single and multiple vacations

Mohan L. Chaudhry, U. C. Gupta, Sujit Kumar Samanta, 2007, Math. Comput. Model..

Analysis of batch Bernoulli process subject to discrete-time renewal generated binomial catastrophes

U. C. Gupta, Nitin Kumar, U. C. Gupta, 2020, Ann. Oper. Res..

Analysis of batch Bernoulli process subject to discrete-time renewal generated binomial catastrophes

U. C. Gupta, Nitin Kumar, 2019, Annals of Operations Research.

A Simple and Complete Computational Analysis of MAP/R/1 Queue Using Roots

U. C. Gupta, M. Chaudhry, Gagandeep Singh, 2011, Methodology and Computing in Applied Probability.

ON the GI/M(n)/1/K queue-an alternative approach

U. C. Gupta, T. S. Rao, 1995 .

Analyzing discrete-time D

R. K. Sharma, U. C. Gupta, Sujit Kumar Samanta, 2007, Eur. J. Oper. Res..

BMAP/G/1/N queue with vacations and limited service discipline

U. C. Gupta, A. D. Banik, S. S. Pathak, 2006, Appl. Math. Comput..

Finite buffer vacation models under E-limited with limit variation service and Markovian arrival process

S.S. Pathak, A.D. Banik, U.C. Gupta, 2006, Oper. Res. Lett..

Computing queue length distributions in MAP/G/1/N queue under single and multiple vacation

U. C. Gupta, Karabi Sikdar, U. C. Gupta, 2006, Appl. Math. Comput..

The queue length distributions in the finite buffer bulk-service MAP/G/1 queue with multiple vacations

U. C. Gupta, K. Sikdar, U. C. Gupta, 2005 .

The finite-buffer M/G/1 queue with general bulk-service rule, single vacation

U. C. Gupta, Karabi Sikdar, U. C. Gupta, 2004, Perform. Evaluation.

Modeling and Analysis of Discrete-Time Multiserver Queues with Batch Arrivals: GIX/Geom/m

Mohan L. Chaudhry, U. C. Gupta, Veena Goswami, 2001, INFORMS J. Comput..

Discrete-time single-server finite-buffer queues under discrete Markovian arrival process with vacations

Mohan L. Chaudhry, R. K. Sharma, U. C. Gupta, 2007, Perform. Evaluation.

Stochastics and Statistics Analyzing discrete-time D-BMAP/G/1/N queue with single and multiple vacations

U. C. Gupta, S. K. Samanta, Rajneesh Sharma, 2007 .

Analysis of BMAP/MSP/1 queue with MAP generated negative customers and disasters

U. C. Gupta, Nitin Kumar, 2021, Communications in Statistics - Theory and Methods.