# OWA operator

### Choosing OWA operator weights in the field of Social Choice

**OWA**operators is the determi- nation of the weights of the

**OWA**...of

**OWA**operators, one of the first approaches, suggested by O’Hagan [18], lies in selecting the vector that maximizes the entropy ...

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### SUOWA operators: An analysis of their conjunctive/disjunctive character

**OWA**operators) are a well-known family of functions widely used in several scientific ...and

**OWA**operators, and provide conditions under which the k-conjunctive or k-disjunctive character of an ...

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### Constructing Choquet integral based operators that generalize weighted means and OWA operators

**OWA**operators in the sense that one of these functions is obtained when the other one has a “neutral” behavior; that is, its weighting vector is that of the arithmetic ...the

**operator**proposed by ...

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### An analysis of some functions that generalizes weighted means and OWA operators

**OWA**operators as a tool for aggregation procedures in multicriteria decision ...An

**OWA**

**operator**is similar to a weighted mean, but with the values of the variables previously ordered in a ...

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### Generalizations of weighted means and OWA operators by using unimodal weighting vectors

**OWA**) operators [1] are two families of functions widely used in the field of aggregation operators. Due to their importance, in recent years have appeared in the ...

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### Simple and absolute special majorities generated by OWA operators

**OWA**

**operator**is similar to a weighted mean, but with the values of the variables previously ordered from more to ...Consequently,

**OWA**operators satisfy anonymity. Moreover,

**OWA**operators ...

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### new class of functions for integrating weighting means and OWA operators

**OWA**

**operator**. Int. J. Intell. Syst. 12(2), 153–166 (1997) 14. Torra, V.: On some relationships between the WOWA

**operator**and the Choquet in- tegral. In: Proceedings of the ...

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### Weak solutions for a class of quadratic operator-differential equations

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### Regularity of maximal functions associated to a critical radius function

**operator**and a maximal

**operator**of a one parameter family of operators with certain conditions on its kernels that can be applied to the maximal of the semigroup in the context of a Schr¨ odinger ...

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### A FEM-BEM coupling procedure through the Steklov-Poincarè operator

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### Determinant and Weyl anomaly of Dirac operator: a holographic derivation

**operator**on round spheres, an interesting result that seems to have escaped ...Dirac

**operator**is as well obtained in this holographic ...Dirac

**operator**at the boundary and the application of ...

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### An automatic translation scheme from CLP to AKL

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### Hypercyclicity of translation operators in a reproducing kernel Hilbert space of entire functions induced by an analytic Hilbert-space- valued kernel

**operator**defined by means of the Jacobi matrix ...This

**operator**is closable since it is symmetric and densely defined; we denote again by A its ...adjoint

**operator**whose domain D(A ∗ ) is the set ...

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### Positive operator valued measures and the quantum Monty Hall problem

**Operator**Valued Measures (POVM) formalism, is proposed. It is shown that basic normalization and symmetry arguments lead univocally to the ...

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### Business Plan for a travel agency and tour operator in Latvia

**operator**, tourism service provider, research and educational institutions thus facilitating the growth of sustainable tourism of Latvia and related company competitiveness; innovating, exportable tourism ...

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### Estudio de la interacción bosón-fermión en el modelo de bosones y fermiones en interacción

**operator**using the quasi-particle ...transfer

**operator**in the IBFM up to two boson operators and one ideal fermion ...quadrupole

**operator**to finally couple to the boson quadrupole ...

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### Conway

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### A Hardy–Littlewood maximal operator adapted to the harmonic oscillator

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### Fractional type integral operators of variable order

**operator**and the fractional Hardy– Littlewood maximal

**operator**on the variable Lebesgue spaces; see Theorem 1 and Theorem 2 below and references ...

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