Matloka [2] introduced bounded and convergent sequences of fuzzy numbers and studied their some properties.
Matloka [2] introduced bounded and convergent sequences of fuzzy numbers and studied some of their properties.
Matloka introduced bounded and convergent sequences of fuzzy numbers, studied some of their properties, and showed that every convergent sequence of fuzzy numbers is bounded.
We introduce bounds on κ(G), the maximum size of WOD sets of a graph G, and on κ′(G), the minimum size of non-WOD sets of G.
First, by introducing bounded function, a distributed asymptotically stable control law is proposed.
By introducing bounded real lemma, the conventional algebraic Riccati inequalities are converted into linear matrix inequalities (LMIs).
An artificial boundaryBis introduced, which bounds the computational domain Ω, and a simple-iteration procedure is used to linearize the problem in the infinite domain outsideB.
They introduced the bound facility and the integration of this and several other useful features, such as automatic indexing, fisheye view browser for lattice, and the use of thesaurus into a basic lattice framework.
In 1998 Bischi and Naimzada [1] introduced the bounded rationality duopoly game as a modification of the original model work of Cournot [2], where they proposed the duopoly game which describes a market with two players producing homogeneous goods, updating their production strategies in order to maximize their profits.
Without model uncertainty, good-deal bounds have been introduced as valuation bounds in incomplete markets which do not only prevent opportunities for arbitrage but also for deals with an overly attractive reward-for-risk ratio.
