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Distributed Distributive Justice

2016 IEEE 10th International Conference on Self-Adaptive and Self-Organizing Systems (SASO), 2016
Some open systems must address a standard resourceallocation problem: how to collectivise and distribute aset of common-pool resources, with respect to multiple criteriasuch as fairness, inclusivity and sustainability. Previous work inself-organising multi-agent systems formalised Nicholas Rescher'stheory of distributive justice so that agents could ...
Jeremy Pitt, David Burth Kurka
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Distribution to Distribution Regression

2013
We analyze ‘Distribution to Distribution regression’ where one is regressing a mapping where both the covariate (inputs) and response (outputs) are distributions. No parameters on the input or output distributions are assumed, nor are any strong assumptions made on the measure from which input distributions are drawn from.
Junier B. Oliva   +2 more
openaire   +1 more source

Distributivity and Varlet Distributivity

2020
In this note we study the relationships between three properties of residuated (meet) semilattices, i.e.: (1) being divisible, (2) being distributive (3) being v-distributive.
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Distributive Justice, Distributed Duties

SSRN Electronic Journal, 2015
Collectivities can have obligations beyond the aggregate of pre-existing obligations of their members. Certain such collective obligations distribute, i.e., become members’ obligations to do their fair share. In incremental good cases, i.e., those in which a member’s fair share would go part way toward fulfilling the collectivity’s obligation, each ...
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Volumes of distribution [PDF]

open access: possibleJournal of Veterinary Pharmacology and Therapeutics, 2004
Volumes of distribution are proportionality constants between total amount of drug in the body and plasma concentrations. As snapshot plasma drug concentrations may be measured in different conditions (at equilibrium, under pseudo‐equilibrium condition,…), several volumes of distribution have been defined.
Toutain, Pierre-Louis   +1 more
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Distributivity and conditional distributivity for T-uninorms

Information Sciences, 2018
© 2017 Elsevier Inc. Aggregation operators play an important role in many theoretical and practical aspects of applied mathematics. Recently, the focus is on operators with an annihilator, therefore the topic of this paper is distributivity, both conditional and regular, for certain classes of aggregation operators with this property.
Jočić, Dragan, Štajner-Papuga, Ivana
openaire   +3 more sources

Isotopic Distributions

2013
Isotopic information determined by mass spectrometry can be used in a wide variety of applications. Broadly speaking these could be classified as "passive" applications, meaning that they use naturally occurring isotopic information, and "active" applications, meaning that the isotopic distributions are manipulated in some way.
Alan L, Rockwood, Magnus, Palmblad
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On the Distribution of a Key Distribution Center

2001
A Key Distribution Center of a network is a server who generates and distributes secret keys used by groups of users to securely communicate. A Distributed Key Distribution Center is a set of servers that jointly realizes a Key Distribution Center. In this paper we study Distributed Key Distribution Centers, pointing out the advantages of this approach
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Sales and Distribution

2010
The primary responsibility of sales and distribution is to provide customers with goods and services. In order to fulfill this task, sales and distribution needs to manage the material requirements of customers by processing sales orders from entering the order through picking and shipping to finally submitting the invoice.
openaire   +2 more sources

Estimating the Distribution Function of a Symmetric Distribution

Biometrika, 1975
SUMMARY This paper considers the problem of estimating the distribution function of a symmetric distribution when the centre of symmetry is unknown. An estimator is proposed which is shown to be asymptotically better than the empirical distribution function for well-known distributions including the normal, double exponential and Cauchy.
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