Extensions of system signature and Barlow-Proschan importance index to dependent lifetimes

Thus a function f has a unique shadow if and only if the two e¤ectivity functions coincide, which is equivalent to the fact that certain two-player zero-sum games associated with

The Barlow-Proschan importance index of the system, another useful concept introduced first in 1975 by Barlow and Proschan [2] for systems whose components have continuous

Quasi-Lovász extensions on bounded chains Miguel Couceiro Joint work with Jean-Luc Marichal... Mixed

We will also show with concrete examples (Acz´ elian semigroups, t-norms, Ling’s class) how to derive axiomatizations of classes of preassociative functions from certain

Proposition 11 (Left composition). As we will now show, this special class of functions has interesting properties. First of all, just as for as- sociative functions, preassociative

Abstract - We discuss the inhibition of anharmonic spontaneous multiphonon decay by energy- momentum conservation and the reduction of isotope scattering by the

can decay spontaneously, whereas transverse phonons cannot decay due to energy and momentum conser- vation, we find that our experimental decay times in the high-fre- quency

Malheureusement la roue de Barlow, telle qu’on la trouve dans la plupart des cabinets de physique, est un appareil bien trop peu sen- sible pour être mis en