We introduce the concepts of -complete mixability and -joint mixability and we inves- tigate some necessary and sufficient conditions to the -mixability of a set of distribution functions for some supermodular functions . We give examples and numerical verifica- tions which confirm our findings
We consider the problems of deciding whether the joint distribution sampled by a given cir-cuit sati...
While there are well-developed tools for maximizing a submodular function f(S) subject to a matroid ...
We extend the recent notion of supermigrativity, originally introduced for commutative semicopulas, ...
We introduce the Mixability Detection Procedure (MDP) to check whether a set of d distribution funct...
Abstract: Complete and joint mixability has raised considerable interest in recent few years, in bot...
The concept of complete mixability is relevant to some problems of optimal couplings with important ...
The concept of complete mixability is relevant to some problems of optimal couplings with important ...
AbstractFollowing the results of Rüschendorf and Uckelmann (2002) [20], we introduce the completely ...
Following the results of Ruschendorf and Uckelmann (2002) [20], we introduce the completely mixable ...
In many economic applications involving comparisons of multivariate distributions, supermodularity o...
It is shown that unimodality (discrete or not) is preserved by mixing for certain distributions. The...
Mixability is a property of a loss which characterizes when constant regret is possible in the ga...
We consider the problems of deciding whether the joint distribution sampled by a given circuit satis...
The problems with which we are concerned in this note are those of identifiability and strongly cons...
In the recent years, the notion of mixability has been developed with applications to operations res...
We consider the problems of deciding whether the joint distribution sampled by a given cir-cuit sati...
While there are well-developed tools for maximizing a submodular function f(S) subject to a matroid ...
We extend the recent notion of supermigrativity, originally introduced for commutative semicopulas, ...
We introduce the Mixability Detection Procedure (MDP) to check whether a set of d distribution funct...
Abstract: Complete and joint mixability has raised considerable interest in recent few years, in bot...
The concept of complete mixability is relevant to some problems of optimal couplings with important ...
The concept of complete mixability is relevant to some problems of optimal couplings with important ...
AbstractFollowing the results of Rüschendorf and Uckelmann (2002) [20], we introduce the completely ...
Following the results of Ruschendorf and Uckelmann (2002) [20], we introduce the completely mixable ...
In many economic applications involving comparisons of multivariate distributions, supermodularity o...
It is shown that unimodality (discrete or not) is preserved by mixing for certain distributions. The...
Mixability is a property of a loss which characterizes when constant regret is possible in the ga...
We consider the problems of deciding whether the joint distribution sampled by a given circuit satis...
The problems with which we are concerned in this note are those of identifiability and strongly cons...
In the recent years, the notion of mixability has been developed with applications to operations res...
We consider the problems of deciding whether the joint distribution sampled by a given cir-cuit sati...
While there are well-developed tools for maximizing a submodular function f(S) subject to a matroid ...
We extend the recent notion of supermigrativity, originally introduced for commutative semicopulas, ...
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