About
S. Pradhan is currently a faculty of the Department of Mathematics, Visvesvaraya National Institute of Technology, Nagpur, Maharashtra, India. Pradhan did his Masters degree in Mathematics from Indian Institute of Technology, Madras, Chennai, India, in 2011, and Ph.D from Department of Mathematics, Indian Institute of Technology,
Kharagpur, India, in 2016. His main research interest is in analytic and computational aspects of Queueing Models. He has published research articles in various reputed journals such as Journal of Korean Statistical Society, OPSEARCH, Performance Evaluation, Annals of Operations Research, Quality Technology & Quantitative
Management, Communication in Statistics- Theory & Methods, etc.
Employment
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Visvesvaraya National Institute of Technology Assistant Professor
Education
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IIT Kharagpur Ph.D
Projects & Funding
Projects & funding information is unavailable.
Publications (16)
- Performance analysis of a versatile bulk-service queue with group-arrival, batch-size-dependent service time and queue-length-dependent vacation Save
- Stationary queue and server content distribution of a bulk service vacation queue with N-policy and set-up time Save
- PERFORMANCE ANALYSIS OF AN INFINITE-BUFFER BATCH-SIZE-DEPENDENT BULK SERVICE QUEUE WITH SERVER BREAKDOWN AND MULTIPLE VACATION Save
- Stationary joint distribution of a discrete-time group-arrival and batch-size-dependent service queue with single and multiple vacation Save
- Stationary queue and server content distribution of a batch-size-dependent service queue with batch Markovian arrival process: Save
- 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 Save
- On the joint distribution of an infinite-buffer discrete-time batch-size-dependent service queue with single and multiple vacations Save
- Stationary distribution of an infinite-buffer batch-arrival and batch-service queue with random serving capacity and batch-size-dependent service Save
- A discrete-time batch transmission channel with random serving capacity under batch-size-dependent service: Save
- On the distribution of an infinite-buffer queueing system with versatile bulk-service rule under batch-size-dependent service policy: M/G(a,Y ) n/1 Save