Interval systems over idempotent semiring

Since these early papers, which concentrated on observers for purely deterministic continuous linear systems, observer theory has been extended by several researchers to

The second important feature of spectra over complete dioids, as proven in [7], is that the set of eigenvalues on complete dioids is extended with respect to the incomplete case, and

A possible alternative is to search for subsets of conjunctively merged belief structures jointly satisfying the idempotent contour function merging principle, thus working with sets

Recall that a discrete uninorm is a binary operation on a finite chain that is associative, symmetric, nondecreasing in each variable, and has a neutral element.. A

→ Surprising link between social choice theory and semigroup theory Enumeration of the class of totally ordered commutative idempotent semigroups.. → New definition of the

Single-peaked compatible preference profiles: some combinatorial results.. em Social Choice and Welfare

In Section 3, we investigate some subclasses of bisymmetric n-ary operations and derive several equivalences involving associativity and bisymmetry.. More precisely, we show that if

We developed a generic semiring rank matrix factorisa- tion framework for mining sets of patterns. We proposed to use a max-product semiring defined on permissible rank values of