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Browsing by Author Ghosh, J K
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Showing results 35 to 54 of 101
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Issue Date
Title
Author(s)
1997
A general decision rule for dimension in the context of MANOVA
Ghosh, J K
;
De, Anindya K
1997
A general decision rules for dimension
De, Anindya K
;
Ghosh, J K
2006
A generalization of BIC for the general exponential family
Chakrabarti, Arijit
;
Ghosh, J K
2010
A guided random walk through some high dimensional problems
Park, Junyong
;
Ghosh, J K
2010
A guided random walk through somehigh dimensional problems
Park, Junyong
;
Ghosh, J K
1980
Identifiability of distributions under competing risks and complementary risks model
Basu, A P
;
Ghosh, J K
1975
Inference about separated families in large samples
Ghosh, J K
;
Subramanyam, K
1969
Invariant sets for translation-parameter families of measures
Basu, D
;
Ghosh, J K
2004
Likelihood ratio identities and their applications to sequential analysis
Ghosh, J K
;
Lai, Tze L
1961
Methods of computation of suspended load from bed materials and flow parameters
Ghosh, J K
;
Mazumder, B S
;
Sengupta, S
1980
Minimum chi-square
Ghosh, J K
2001
Model selection : an overview
Ghosh, J K
;
Samanta, Tapas
2004
Modifying the schwarz bayesian information criterion to locate multiple interacting quantitative trait loci
Bogdan, Malgorzata
;
Ghosh, J K
;
Doerge, R W
1977
Multivariate power series distributions and neyman's properties for multinomials
Ghosh, J K
;
Sinha, B K
;
Sinha, Bimal Kumar
1981
A necessary and sufficient condition for second order admissibility with applications to berkson's bioassay problem
Ghosh, J K
;
Sinha, Bimal Kumar
1995
A new general methods for constructing confidence sets in arbitrary dimensions : with applications
Dasgupta, A
;
Ghosh, J K
;
Zen, M M
1971
A new proof of the Bahadur representation of quantiles and an application
Ghosh, J K
1981
Neyman factorization and minimality of pairwise sufficient subfields
Ghosh, J K
;
Morimoto, H
;
Yamada, Sakutaro
2002
Nonsubjective bayes testing- an overview
Ghosh, J K
;
Samanta, Tapas
1971
A note on some translation-parameter families of densities for which the median is an M L E
Rao, C Radhakrishna
;
Ghosh, J K