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Content available remote A reverse to the Jeffreys-Lindley paradox
100%
Pestman W. R. , Tuerlinckx F. , Vanpaemel W.
Probability and Mathematical Statistics
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2018
|
tom Vol. 38, Fasc. 1
243--247
EN
In this paper the seminal Jeffreys-Lindley paradox is regarded from a mathematical point of view.We show that in certain scen arios the paradox may emerge in a reverse direction.
2
Content available Characterisation of some generalised continuous distributions by doubly truncated moments
84%
Athar H. , Ahsanullah M. , Ali M. A.
Operations Research and Decisions
|
2023
|
tom 33
|
nr 1
EN
The characterisation of probability distribution plays an important role in statistical studies. There are various methods of characterisation available in the literature. The characterisation using truncated moments limits the observations; hence, researchers may save time and cost. In this paper, the characterisation of three general forms of continuous distributions based on doubly truncated moments has been studied. The results are given simply and explicitly. Further, the results have been applied to some well-known continuous distributions.
3
Content available Characterisation of some generalised continuous distributions by doubly truncated moments
84%
Athar H. , Ahsanullah M. , Ali M. A.
Operations Research and Decisions
|
2023
|
tom Vol. 33, No. 1
1--19
EN
The characterisation of probability distribution plays an important role in statistical studies. There are various methods of characterisation available in the literature. The characterisation using truncated moments limits the observations; hence, researchers may save time and cost. In this paper, the characterisation of three general forms of continuous distributions based on doubly truncated moments has been studied. The results are given simply and explicitly. Further, the results have been applied to some well-known continuous distributions.
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