Add to ORKGpeer reviewedWe survey recent characterizations of the class of lattice polynomial functions and of the subclass of discrete Sugeno integrals defined on bounded chains.F1R-MTH-PUL-09MRDO > MRDO > 01/01/2009 - 31/12/2011 > MARICHAL Jean-Lu
In the first part of this presentation we define the concept of weighted lattice polynomials as latt...
peer reviewedWe are interested in representations and characterizations of lattice polynomial functi...
peer reviewedWe define the concept of weighted lattice polynomial functions as lattice polynomial fu...
peer reviewedIn this paper, based on [14], we present some well established construction methods for...
peer reviewedIn this paper, based on [12, 18], we present infinitary aggregation functions on sequen...
peer reviewedF1R-MTH-PUL-09MRDO > MRDO > 01/01/2009 - 31/12/2011 > MARICHAL Jean-Lu
peer reviewedF1R-MTH-PUL-09MRDO > MRDO > 01/01/2009 - 31/12/2011 > MARICHAL Jean-Lu
peer reviewedWe discuss several characterizations of discrete Sugeno integrals over bounded distribu...
AbstractWe define the concept of weighted lattice polynomial functions as lattice polynomial functio...
peer reviewedTwo emergent properties in aggregation theory are investigated, namely horizontal maxit...
peer reviewedWe define the concept of weighted lattice polynomials as lattice polynomials constructe...
A Lattice Polynomial Function (LPF) over a lattice L is a map p : Ln → L that can be defined by an e...
Sugeno integrals are aggregation operations involving a criterion weighting scheme based on the use ...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
We provide sufficient conditions for a Sugeno integral to be bisymmetric. We explicitly describe bis...
In the first part of this presentation we define the concept of weighted lattice polynomials as latt...
peer reviewedWe are interested in representations and characterizations of lattice polynomial functi...
peer reviewedWe define the concept of weighted lattice polynomial functions as lattice polynomial fu...
peer reviewedIn this paper, based on [14], we present some well established construction methods for...
peer reviewedIn this paper, based on [12, 18], we present infinitary aggregation functions on sequen...
peer reviewedF1R-MTH-PUL-09MRDO > MRDO > 01/01/2009 - 31/12/2011 > MARICHAL Jean-Lu
peer reviewedF1R-MTH-PUL-09MRDO > MRDO > 01/01/2009 - 31/12/2011 > MARICHAL Jean-Lu
peer reviewedWe discuss several characterizations of discrete Sugeno integrals over bounded distribu...
AbstractWe define the concept of weighted lattice polynomial functions as lattice polynomial functio...
peer reviewedTwo emergent properties in aggregation theory are investigated, namely horizontal maxit...
peer reviewedWe define the concept of weighted lattice polynomials as lattice polynomials constructe...
A Lattice Polynomial Function (LPF) over a lattice L is a map p : Ln → L that can be defined by an e...
Sugeno integrals are aggregation operations involving a criterion weighting scheme based on the use ...
International audienceThis paper surveys the basic notions and most important results around fuzzy m...
We provide sufficient conditions for a Sugeno integral to be bisymmetric. We explicitly describe bis...
In the first part of this presentation we define the concept of weighted lattice polynomials as latt...
peer reviewedWe are interested in representations and characterizations of lattice polynomial functi...
peer reviewedWe define the concept of weighted lattice polynomial functions as lattice polynomial fu...