Queueing Models, Population Models, Stochastic Process.
149
Scholar Citations
9
Scholar h-index
7
Scholar i10-index
RECENT SCHOLAR PUBLICATIONS
Reliability Analysis of an Unreliable -Policy Queue Under Bernoulli Vacation Schedule with Two-Service Genres and Optional Repeated Service A Begum, G Choudhury, HJ Sarma, N Kumar International Journal of Reliability, Quality and Safety Engineering 32 (04 … , 2025 2025 Citations: 2
Analysis of a manufacturing queueing system using bi-level randomized policy N Kumar Top 33 (1), 1-28 , 2025 2025
A population model with Markovian arrival process and binomial correlated catastrophes N Kumar Communications in Statistics-Theory and Methods 53 (20), 7181-7196 , 2024 2024
Transient behavior of a discrete-time renewal population growth model subject to geometric catastrophes N Kumar, FP Barbhuiya Journal of Industrial and Management Optimization 20 (7), 2500-2515 , 2024 2024 Citations: 1
An analytical approach of Markov modulated Poisson input with feedback queue and repeated service under N-policy with setup time S Mahanta, N Kumar, G Choudhury Quality Technology & Quantitative Management 21 (2), 257-285 , 2024 2024 Citations: 11
Analysis of a renewal arrival process subject to geometric catastrophe with random batch killing N Kumar RAIRO-Operations Research 58 (1), 933-946 , 2024 2024 Citations: 1
Study of a two types of general heterogeneous service queueing system in a single server with optional repeated service and feedback queue S Mahanta, N Kumar, G Choudhury Hacettepe Journal of Mathematics and Statistics, 1-28 , 2024 2024 Citations: 6
Analysis of BMAP/MSP/1 queue with MAP generated negative customers and disasters N Kumar, UC Gupta Communications in Statistics-Theory and Methods 52 (12), 4283-4309 , 2023 2023 Citations: 12
Markovian arrival process subject to renewal generated binomial catastrophes N Kumar, UC Gupta Methodology and Computing in Applied Probability 24 (4), 2287-2312 , 2022 2022 Citations: 3
Analysis of the GI / M / c queue with N -threshold policy FP Barbhuiya, N Kumar, UC Gupta Quality Technology & Quantitative Management 19 (4), 490-510 , 2022 2022 Citations: 16
Computational and numerical investigation of the batch Markovian arrival process subject to renewal generated geometric catastrophes N Kumar, UC Gupta, G Singh International Journal of Applied and Computational Mathematics 7 (5), 175 , 2021 2021 Citations: 1
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 UC Gupta, N Kumar, S Pradhan, FP Barbhuiya, ML Chaudhry RAIRO-Operations Research 55 (3), 1231-1256 , 2021 2021 Citations: 9
Stochastic Modeling and Analysis of Population Models Subject to Mild Catastrophes N Kumar IIT Kharagpur , 2021 2021
Analysis of a population model with batch Markovian arrivals influenced by Markov arrival geometric catastrophes N Kumar, UC Gupta Communications in Statistics-Theory and Methods 50 (13), 3137-3158 , 2021 2021 Citations: 9
Performance Analysis of a Discrete-Time Queue with Versatile Batch Transmission Rule Under Batch Size Sensitive Policy A Maity, UC Gupta, N Kumar Queueing Models and Service Management 3 (2), 203-234 , 2020 2020 Citations: 2
Analysis of a geometric catastrophe model with discrete-time batch renewal arrival process N Kumar, FP Barbhuiya, UC Gupta RAIRO-Operations Research 54 (5), 1249-1268 , 2020 2020 Citations: 12
Analysis of an infinite-buffer batch-size-dependent service queue with discrete-time Markovian arrival process: D- UC Gupta, N Kumar, S Pradhan, FP Barbhuiya arXiv preprint arXiv:2005.13942 , 2020 2020
Analysis of batch Bernoulli process subject to discrete-time renewal generated binomial catastrophes N Kumar, UC Gupta Annals of Operations Research 287 (1), 257-283 , 2020 2020 Citations: 14
Unified killing mechanism in a single server queue with renewal input N Kumar, FP Barbhuiya, UC Gupta Opsearch 57 (1), 246-259 , 2020 2020 Citations: 9
A renewal generated geometric catastrophe model with discrete-time Markovian arrival process N Kumar, UC Gupta Methodology and Computing in Applied Probability 22 (3), 1293-1324 , 2020 2020 Citations: 7
MOST CITED SCHOLAR PUBLICATIONS
A queueing system with batch renewal input and negative arrivals UC Gupta, N Kumar, FP Barbhuiya Applied Probability and Stochastic Processes, 143-157 , 2020 2020 Citations: 21
Analysis of the GI / M / c queue with N -threshold policy FP Barbhuiya, N Kumar, UC Gupta Quality Technology & Quantitative Management 19 (4), 490-510 , 2022 2022 Citations: 16
Analysis of batch Bernoulli process subject to discrete-time renewal generated binomial catastrophes N Kumar, UC Gupta Annals of Operations Research 287 (1), 257-283 , 2020 2020 Citations: 14
Batch renewal arrival process subject to geometric catastrophes FP Barbhuiya, N Kumar, UC Gupta Methodology and Computing in Applied Probability 21 (1), 69-83 , 2019 2019 Citations: 13
Analysis of BMAP/MSP/1 queue with MAP generated negative customers and disasters N Kumar, UC Gupta Communications in Statistics-Theory and Methods 52 (12), 4283-4309 , 2023 2023 Citations: 12
Analysis of a geometric catastrophe model with discrete-time batch renewal arrival process N Kumar, FP Barbhuiya, UC Gupta RAIRO-Operations Research 54 (5), 1249-1268 , 2020 2020 Citations: 12
An analytical approach of Markov modulated Poisson input with feedback queue and repeated service under N-policy with setup time S Mahanta, N Kumar, G Choudhury Quality Technology & Quantitative Management 21 (2), 257-285 , 2024 2024 Citations: 11
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 UC Gupta, N Kumar, S Pradhan, FP Barbhuiya, ML Chaudhry RAIRO-Operations Research 55 (3), 1231-1256 , 2021 2021 Citations: 9
Analysis of a population model with batch Markovian arrivals influenced by Markov arrival geometric catastrophes N Kumar, UC Gupta Communications in Statistics-Theory and Methods 50 (13), 3137-3158 , 2021 2021 Citations: 9
Unified killing mechanism in a single server queue with renewal input N Kumar, FP Barbhuiya, UC Gupta Opsearch 57 (1), 246-259 , 2020 2020 Citations: 9
A renewal generated geometric catastrophe model with discrete-time Markovian arrival process N Kumar, UC Gupta Methodology and Computing in Applied Probability 22 (3), 1293-1324 , 2020 2020 Citations: 7
Study of a two types of general heterogeneous service queueing system in a single server with optional repeated service and feedback queue S Mahanta, N Kumar, G Choudhury Hacettepe Journal of Mathematics and Statistics, 1-28 , 2024 2024 Citations: 6
Markovian arrival process subject to renewal generated binomial catastrophes N Kumar, UC Gupta Methodology and Computing in Applied Probability 24 (4), 2287-2312 , 2022 2022 Citations: 3
Reliability Analysis of an Unreliable -Policy Queue Under Bernoulli Vacation Schedule with Two-Service Genres and Optional Repeated Service A Begum, G Choudhury, HJ Sarma, N Kumar International Journal of Reliability, Quality and Safety Engineering 32 (04 … , 2025 2025 Citations: 2
Performance Analysis of a Discrete-Time Queue with Versatile Batch Transmission Rule Under Batch Size Sensitive Policy A Maity, UC Gupta, N Kumar Queueing Models and Service Management 3 (2), 203-234 , 2020 2020 Citations: 2
Transient behavior of a discrete-time renewal population growth model subject to geometric catastrophes N Kumar, FP Barbhuiya Journal of Industrial and Management Optimization 20 (7), 2500-2515 , 2024 2024 Citations: 1
Analysis of a renewal arrival process subject to geometric catastrophe with random batch killing N Kumar RAIRO-Operations Research 58 (1), 933-946 , 2024 2024 Citations: 1
Computational and numerical investigation of the batch Markovian arrival process subject to renewal generated geometric catastrophes N Kumar, UC Gupta, G Singh International Journal of Applied and Computational Mathematics 7 (5), 175 , 2021 2021 Citations: 1
Analysis of a manufacturing queueing system using bi-level randomized policy N Kumar Top 33 (1), 1-28 , 2025 2025
A population model with Markovian arrival process and binomial correlated catastrophes N Kumar Communications in Statistics-Theory and Methods 53 (20), 7181-7196 , 2024 2024
