Neelesh S Upadhye

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P. VellaisamyIndian Institute of Technology BombayVerified email at math.iitb.ac.in
Amit KumarAssistant Professor, Department of Mathematical Sciences, IIT (BHU)Verified email at iitbhu.ac.in
Kalyan BarmanResearch Scholar at IIT MadrasVerified email at smail.iitm.ac.in
Ayushi Singh SengarResearch scholar, IIT MadrasVerified email at smail.iitm.ac.in
Mohit KumarPost Doctoral Researcher, Department of Mathematics, IIT MadrasVerified email at smail.iitm.ac.in
Dr. A.K.B. ChandProfessor, Department of Mathematics, IIT MadrasVerified email at iitm.ac.in
Arun KumarAssociate Professor IIT RoparVerified email at iitrpr.ac.in
Rakshith JagannathSchool of Electrical and Electronic Engineering, NTUVerified email at ntu.edu.sg
Agnieszka WylomanskaAssociate Professor, Faculty of Pure and Applied Mathematics, Wroclaw University of TechnologyVerified email at pwr.wroc.pl
Aditya MaheshwariIndian Institute of Management IndoreVerified email at iimidr.ac.in
Janusz GajdaUniversity of Warsaw, Faculty of Economic SciencesVerified email at wne.uw.edu.pl
Raju ChowdhuryResearch Scholar, Department of Mathematics, IIT MadrasVerified email at smail.iitm.ac.in
Vinay KumarResearch Scholar, IIT MadrasVerified email at smail.iitm.ac.in
RadhaKrishna GantiAssistant Professor, IIT Madras, ChennaiVerified email at ee.iitm.ac.in
Rituparna SenIndian Statistical InstituteVerified email at isibang.ac.in

Neelesh S Upadhye

Associate Professor, Department of Mathematics, IIT Madras

Verified email at iitm.ac.in - Homepage

Applied Probability Approximations Stein Method Time series


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Compound negative binomial approximations for sums of random variables P Vellaisamy, NS Upadhye Probability and Mathematical Statistics 29 (2), 205, 2009	44	2009
On Stein operators for discrete approximations NS Upadhye, V Čekanavičius, P Vellaisamy	31	2017
On negative binomial approximation P Vellaisamy, NS Upadhye, V Cekanavicius Theory of Probability & Its Applications 57 (1), 97-109, 2013	24	2013
On the sums of compound negative binomial and gamma random variables P Vellaisamy, NS Upadhye Journal of Applied probability 46 (1), 272-283, 2009	19	2009
On the negative binomial distribution and its generalizations P Vellaisamy, NS Upadhye Statistics & probability letters 77 (2), 173-180, 2007	16	2007
Time-changed Poisson processes of order k AS Sengar, A Maheshwari, NS Upadhye Stochastic Analysis and Applications 38 (1), 124-148, 2020	13	2020
Pseudo-binomial approximation to (k1, k2)-runs NS Upadhye, AN Kumar Statistics & Probability Letters 141, 19-30, 2018	12	2018
Improved bounds for approximations to compound distributions NS Upadhye, P Vellaisamy Statistics & Probability Letters 83 (2), 467-473, 2013	11	2013
Estimation of the parameters of multivariate stable distributions AM Sathe, NS Upadhye Communications in Statistics-Simulation and Computation 51 (10), 5897-5914, 2022	10	2022
On perturbations of Stein operator AN Kumar, NS Upadhye Communications in Statistics-Theory and Methods 46 (18), 9284-9302, 2017	10	2017
Tempered Mittag-Leffler Lévy processes A Kumar, NS Upadhye, A Wyłomańska, J Gajda Communications in Statistics - Theory and Methods, 1-16, 2017	8	2017
The LASSO estimator: Distributional properties R Jagannath, NS Upadhye arXiv preprint arXiv:1605.03280, 2016	8	2016
Compound Poisson Approximation to Convolutions of Compound Negative Binomial Variables NS Upadhye, P Vellaisamy Methodology and Computing in Applied Probability 16 (4), 951-968, 2014	7	2014
On discrete Gibbs measure approximation to runs AN Kumar, NS Upadhye Communications in Statistics-Theory and Methods 51 (5), 1488-1513, 2022	5	2022
A unified approach to Stein’s method for stable distributions NS Upadhye, K Barman Probability Surveys 19, 533-589, 2022	5	2022
Approximations related to the sums of m-dependent random variables AN Kumar, NS Upadhye, P Vellaisamy Brazilian Journal of Probability and Statistics 36 (2), 349-368, 2022	4	2022
Stein's Method for Tempered Stable Distributions K Barman, NS Upadhye arXiv preprint arXiv:2008.05818, 2020	4	2020
Generalizations of distributions related to ()-runs AN Kumar, NS Upadhye Metrika 82, 249-268, 2019	4*	2019
Distribution Of Linear Fractal Interpolation Function For Random Dataset With Stable Noise M Kumar, NS Upadhye, AKB Chand Fractals 29 (04), 2150086, 2021	3	2021
Estimation of the parameters of symmetric stable ARMA and ARMA–GARCH models AM Sathe, NS Upadhye Journal of Applied Statistics 49 (11), 2964-2980, 2022	2	2022

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