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Communications in Statistics - Theory and Methods Volume 20, 1991 - Issue 8
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Original Articles

Tests for bivariate mean residual life

Kanwar Sen Department of Statistics, University of Delhi, Delhi, 110007
&
Madhu Bala Jain Department of Statistics, University of Delhi, Delhi, 110007
Pages 2549-2558 | Received 01 Dec 1990, Published online: 27 Jun 2007

References

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  • Block , H. W. and Savits , T. H . 1981 . Multivariate classes in reliability theory . Mathematics of Operations Research , 6 ( 15 ) : 453 – 461 .
  • Buchnan , W. B. and Singpurwa11a , N. D. 1977 . “ Some stochastic characterization of multivariate survival ” . In Theory and Applications of Reliability Edited by: Tsokos , C. P. and Shimi , I. N. Academic Press
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  • Hollander , M. and Proschan , F. “ Nonparametric Concepts and Methods in Reliability ” . In Handbook of Statistics Edited by: Krishnaih , P. R. and Sen , P. K. 613 – 655 . Nonparametric Methods
  • Sen , Kanwar and Jain , M. B. 1990 . A test for bivariate exponentiality against BHNBUE alternative . Commn. Statist. (Theory and Methods) , 9 ( 5 ) : 1827 – 1835 .
  • Kanwar Sen Jain M.B. A new test for bivariate distributions :exponential vs new-better-than-used alternative. 1991 To appear in Coomn Statist. (Theory and Methods).
  • Marshall , A. W. and Olkin , I. 1967 . A multivariate exponential distribution . J. Amer. Stat. Assoc , 62 ( 5 ) : 30 – 44 .
  • Rolski , T. 1975 . Mean residual life . Bulletin of the International Statistical Institute , 46 ( 5 ) : 266 – 270 .
  • Sen , P. K. 1977 . Some invariance principles relating to jackknifing and their role in sequential analysis . Ann. Stat , 5 ( 5 ) : 316 – 329 .

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