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Hemangi V. Kulkarni
Hemangi V. Kulkarni
Retired Professor (Higher Grade), Department of Statistics, Shivaji University, kolhapur, India
Zweryfikowany adres z unishivaji.ac.in - Strona główna
Tytuł
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Cytowane przez
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Comparison of confidence intervals for the Poisson mean: some new aspects
VV Patil, HV Kulkarni
REVSTAT-Statistical Journal 10 (2), 211–22-211–22, 2012
802012
Nonparametric estimation of a bivariate mean residual life function
HV Kulkarni, RN Rattihalli
Journal of the American Statistical Association 97 (459), 907-917, 2002
242002
Characterizations and modelling of multivariate lack of memory property
HV Kulkarni
Metrika 64 (2), 167-180, 2006
222006
A new method for interval estimation of the mean of the Gamma distribution
HV Kulkarni, SK Powar
Lifetime data analysis 16, 431-447, 2010
202010
A simple normal approximation for Weibull distribution with application to estimation of upper prediction limit
HV Kulkarni, SK Powar
Journal of Probability and Statistics 2011 (1), 863274, 2011
102011
Characterization of bivariate mean residual-life function
HV Kulkarni, RN Rattihalli
IEEE transactions on reliability 45 (2), 249-253, 1996
91996
An Efficient Test for Homogeneity of Mean Directions on the Hyper-Sphere
A Kulkarni, H. V. , SenGupta
International Statistical Review 90 (1), 41-61, 2021
8*2021
Universal and Efficient Tests for Homogeneity of Mean Directions of Circular Populations
A SenGupta, HV Kulkarni
http://www3.stat.sinica.edu.tw/ss_newpaper/SS-2017-0501_na.pdf, 2018
72018
Analysis of 2n factorial experiments with exponentially distributed response variable
SC Patil, HV Kulkarni
Applied Mathematical Sciences 5 (10), 459-476, 2011
72011
Two sample comparisons including zero-inflated continuous data: A parametric approach with applications to microarray experiment
HV Kulkarni, KP Patil
Mathematical biosciences 298, 19-28, 2018
62018
Prediction intervals for environmental events based on Weibull distribution
A SenGupta, HV Kulkarni, UD Hubale
Environmental and Ecological Statistics 22 (1), 87-104, 2015
52015
Estimation of confidence interval for hydrological design value for some continuous distributions under complete and censored samples
SK Powar, HV Kulkarni
Stochastic Environmental Research and Risk Assessment 29, 1691-1708, 2015
42015
Uniformly implementable small sample integrated likelihood ratio test for one‑way and two‑way ANOVA under heteroscedasticity andnormality
SM Kulkarni, H. V. , Patil
AStA Advances in Statistical Analysis, 2021
32021
On the interval estimation of stress–strength reliability for exponentiated scale family of distributions
KP Patil, HV Kulkarni
Quality and Reliability Engineering International 33 (7), 1447-1453, 2017
32017
A Comparative Study of Analyses of 2 n Factorial Experiments with a Poisson Distributed Response Variable
HV Kulkarni, VV Patil
Communications in Statistics-Simulation and Computation 39 (8), 1530-1547, 2010
22010
A new variant of the bivariate setting the clock back to zero property
HV Kulkarni, BB Patkure
Communications in Statistics—Theory and Methods 36 (13), 2339-2349, 2007
22007
Analysis and Inference Related to Multivariate Life Time Distributions
HV Kulkari
Unpublished Ph. D. thesis, Dept. of Statistics, Shivaji University, Kolhapur …, 1999
21999
An uniformly superior exact multi-sample test procedure for homogeneity of variances under location-scale family of distributions
KP Patil, HV Kulkarni
Journal of Statistical Computation and Simulation 92 (18), 3931-3957, 2022
12022
Improved inference for the shape-scale family of distributions under type-II censoring
HV Kulkarni, KP Patil
Journal of Statistical Computation and Simulation 88 (12), 2259-2272, 2018
12018
MATLAB Based TF Estimation and Verification of Moisture-Free PVC Temperature
RR Nirmale, S. S., Shaikh, A. C., Kulkarni, H. V., & Mudholkar
IJCA Proceedings on International Conference on Recent Trends in Information …, 2013
12013
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