In this paper we present some definitions which are the natural combination of the definition of asymptotic equivalence, statistical convergence, lacunary statistical convergence of fuzzy real numbers and ideal. In addition, we also present asymptotically ideal equivalent sequences of fuzzy real numbers and establish some relations related to this concept. Finally we introduce the notion of Ces...

This paper presents the following definition which is a natural combination of the definition for asymptotically equivalent, statistically limit and lacunary sequences. Let θ be a lacunary sequence; the two nonnegative sequences x = (xk) and y = (yk) are said to be asymptotically ∆ m lacunary statistical(defined in [2]) equivalent of multiple L provided that for every > 0, lim r 1 hr { the numb...

number: 011-0137 Optimal stock allocation in single echelon inventory systems subject to a service constraint Annalisa Cesaro • Dario Pacciarelli • Dipartimento di Informatica e Automazione, Università Roma Tre, Via della Vasca Navale, 79, Rome I-00146, Italy [email protected] • [email protected] • phone:0039-06-57333394 POMS 20th Annual Conference Orlando, Florida U.S.A. May 1 t...

Summability is an important concept in sequence spaces. One summability strongly Cesaro summable. In this paper, we study a subset of the set all vector-valued 2-modular space. Some facts that investigated paper include linearity, existence modular and completeness with respect to these modular.

We address the question of stability quantum trajectories, also referred as filters}. determine limit fidelity between true trajectory and {estimated one}. Under a purification assumption we show that this equals to one meaning filters are stable. In general case, under an identifiability spectral Cesaro mean estimated is same one.

We investigate the relevance of application of game theory to the field of wireless ad-hoc networks. We give distributed algorithms for routing and multihoming in wireless ad-hoc networks. We propose a distributed routing scheme for a broad class of wireless ad-hoc networks which converges (in the Cesaro sense) to the set of Cesaro-Wardrop equilibria. Convergence is established by formulating a...

The present paper is motivated by the observation that Weyl's equidistribution theorem for real sequences on a bounded interval can be formulated in a way which is also meaningful for sequences of self-adjoint operators on a hilbert space. We shall provide general results on weak convergence of operator measures which yield this version of Weyl's theorem as a corollary. Further, by combining th...