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B. Chandrasekar

Observed name: B. CHANDRASEKAR
Institution: Loyola College
OpenAlex ID: A5111848176
Exact likelihood inference based on Type-I and Type-II hybrid censored samples from the exponential distribution
2003 · A. Childs, B. Chandrasekar, et al. · Annals of the Institute of Statistical Mathematics · 363
Exact likelihood inference for the exponential distribution under generalized Type‐I and Type‐II hybrid censoring
2004 · B. Chandrasekar, A. Childs, et al. · Naval Research Logistics (NRL) · 162
Exact Likelihood Inference for an Exponential Parameter Under Progressive Hybrid Censoring Schemes
2008 · A. Childs, B. Chandrasekar, et al. · Birkhäuser Boston eBooks · 113
An efficient computational method for moments of order statistics under progressive censoring
2002 · N. Balakrishnan, A. Childs, et al. · Statistics & Probability Letters · 65
Unbiased statistical estimation functions for parameters in presence of nuisance parameters
1984 · B. Chandrasekar, B.K. Kale · Journal of Statistical Planning and Inference · 37
Reliability measures for two-unit systems with a dependent structure for failure and repair times
1997 · S.Paul Rajamanickam, B. Chandrasekar · Microelectronics Reliability · 27
Exact distribution of the MLEs of the parameters and of the quantiles of two-parameter exponential distribution under hybrid censoring
2011 · A. Childs, N. Balakrishnan, et al. · Statistics · 25
Equivariant Estimation for Parameters of Exponential Distributions Based on Type-ii Progressively Censored Samples
2002 · B. Chandrasekar, T. Leo Alexander, et al. · Communication in Statistics- Theory and Methods · 21
On a Multiparameter Version of Tukey's Linear Sensitivity Measure and its Properties
2002 · B. Chandrasekar, N. Balakrishnan · Annals of the Institute of Statistical Mathematics · 12
Simultaneous equivariant estimation for location-scale models
1994 · T.Edwin Prabakaran, B. Chandrasekar · Journal of Statistical Planning and Inference · 12
Some properties and a characterization of trivariate and multivariate binomial distributions
2002 · B. CHANDRASEKAR, N. BALAKRISHNAN · Statistics · 9
Equivariant Estimation of Parameters Based on Sequential Order Statistics from (1, 3) and (2, 3) Systems
2007 · S. Amala Revathy, B. Chandrasekar · Communication in Statistics- Theory and Methods · 7
Equivariant Estimation for the Parameters of an Exponential Model Based on Censored Sampling
1999 · T. Leo Alexander, B. Chandrasekar · Biometrical Journal · 6
Simultaneous equivariant estimation of the parameters of matrix scale and matrix location-scale models
2005 · T. Leo Alexander, B. Chandrasekar · Statistical Papers · 4
Universal Optimality of Nearest Neighbour Balanced Block Designs using Second Order Correlated Models
1996 · C. Santharam, K. N. Ponnusamy, et al. · Biometrical Journal · 3
A note on optimal vector unbiased predictor
1994 · B. Chandrasekar, T. Edwin Prabakaran · Statistical Papers · 3
Some results for multidimensional stationary independent increment processes
1993 · V. Paul, B. Chandrasekar · Statistical Papers · 3
An optimality criterion for vector unbiased statistical estimation functions
1988 · B. Chandrasekar · Journal of Statistical Planning and Inference · 3
Property of bivariate poisson distribution and its application to stochastic processes
2004 · B. Chandrasekar, N. Balakrishnan · Statistics · 2
Characterization of an optimal matrix estimator under convex loss function
1999 · T. Leo Alexander, B. Chandrasekar · Statistical Papers · 2
Reliability measures of systems with location-scale acbve components
2013 · B. Chandrasekar, T. A. Sajesh · Reliability: Theory & Applications · 1
A property of counting process in multivariate renewal theory
1996 · B. Chandrasekar, S.Paul Rajamanickam · Microelectronics Reliability · 1
Equivariant estimation for the parameters of location-scale multivariate exponential models and its application in reliability analysis
2015 · B. Chandrasekar, S. Amala Revathy · Communication in Statistics- Theory and Methods
Linear Sensitivity Measure
2014 · N. Balakrishnan, B. Chandrasekar · Wiley eBooks
Regression equations for Marshall-Olkin trivariate exponential distribution and reliability measures of related three-unit systems
2013 · B. Chandrasekar, S. Amala Revathy · Reliability: Theory & Applications
Works count: 27
Citation count: 881
H-index: 10
I10-index: 10
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