We provides an axiomatic characterization of preorders in lattices that are representable as benchmarking procedure. We show that the key axioms are related to compatibility with lattice operations. This paper propose also a characterization and a generalization of Sugeno integral in a ordinal framework.
We provides an axiomatic characterization of preorders in lattices that are representable as benchmarking procedure. We show that the key axioms are related to compatibility with lattice operations. This paper propose also a characterization and a generalization of Sugeno integral in a ordinal framework.
Benchmarking over Distributive Lattices
CARDIN, Marta
2016-01-01
Abstract
We provides an axiomatic characterization of preorders in lattices that are representable as benchmarking procedure. We show that the key axioms are related to compatibility with lattice operations. This paper propose also a characterization and a generalization of Sugeno integral in a ordinal framework.
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