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Results: 2
Dispersive ordering is the same as tail-ordering
Authors:
Deshpande J. V. Kochar S. C.
Citation:
V. Deshpande J. et C. Kochar S., Dispersive ordering is the same as tail-ordering, Advances in applied probability , 15(3), 1983, pp. 686-687
Dispersive and superadditive ordering
Authors:
Ahmed A. N. Alzaid A. Bartoszewicz J. Kochar S. C.
Citation:
N. Ahmed A. et al., Dispersive and superadditive ordering, Advances in applied probability , 18(4), 1986, pp. 1019-1022
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