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Titlebook: Distributions with given Marginals and Moment Problems; Viktor Beneš,Josef Štěpán Book 1997 Springer Science+Business Media Dordrecht 1997

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Gas Flow and Molecular Velocities,d some shortages in different procedures. In multivariate statistics some additional problems arise due some kind of symmetry of the arrays, causing the identity of some groups of elements. It is reasonable to find a parsimonious representation of multivariate matrices, avoiding repeated elements caused by symmetry of the array.
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,The Ubiquity of Fuller’s Phenomenon, Then Π(P.,…, ..) = Π. is the set of all .-variate distributions having the marginals ... If all marginals .. are equal, .. = .., then we will use the denotation Π(..). If the common marginal .. is symmetrical, then the set will be denoted by Π(.*).
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Comonotonicity, Rank-Dependent Utilities and a Search Problem,ecreasing. In this model, all the possible notions of risk aversion are merged and characterised by concavity of this utility function. Under the rank-dependent expected utility (RDEU) model (see [4, 12]), a DM is characterised by such a utility function (that plays the role of utility on certainty)
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