Fusion systems with U3(3) J-components

J -fusion frame for Krein spaces

In this paper we introduce the notion of J-fusion frame for a Krein space K. We prove some basic results regarding J-fusion frame. We also approximate J-fusion frame bounds of a J-fusion frame by the upper and lower bounds of the synthesis operator. Finally we provide a necessary and sufficient condition under which the image of J-fusion frame under a bounded invertible linear map is also a J-f...

Common and Distinct Components in Data Fusion

Abstract In many areas of science multiple sets of data are collected pertaining to the same system. Examples are food products which are characterized by different sets of variables, bio-processes which are on-line sampled with different instruments, or biological systems of which different genomics measurements are obtained. Data fusion is concerned with analyzing such sets of data simultaneo...

Verifying Systems with Replicated Components in Mur ' ?

states are written in the form (s; fqe1 1 ; : : : ; qek k g), where each ei is 1 or + (when the constructor is 0, the component state is omitted). A concrete state a = (s; [r1; :::; rz]) is represented by an abstract state A = (s; fqe1 1 ; :::; qek k g) if the following conditions are satisfied: – ei = + if qi occurs in [r1; : : : ; rz] two or more times; – ei = 1 or ei = + if qi occurs in [r1;...

Mechanical Multibody Systems with Deformable Components

The multibody system approach provides enhanced models of vehicles , robots, and air-and spacecrafts. Mixed systems consisting of both rigid and deformable bodies are aimed at growing demands for reened simulation. A basic modeling framework for this class of mechanical systems is presented which covers also inelastic material behavior. Moreover, the Diierential-Algebraic Equations (DAEs) obtai...

Designing reliable systems with unreliable components