Sentence examples for positive uniqueness from inspiring English sources

The results revealed that positive uniqueness frame is effective when the norm is picking up a hitchhiker, but not when the norm is not picking up a hitchhiker.

These messages emphasized the attributes of people on uniqueness or group benefit who pick up or do not pick up hitchhikers with regard to the perceived group norms in a 2 (norm: picking up or not picking up a hitchhiker) by 4 (message frame: positive uniqueness, negative uniqueness, positive group benefit, negative group benefit) design among 249 participants.

3, under the assumption that (f t,y)) is a Lipschitz continuous function, by use of (u_{0} -positive operator, the uniqueness of positive solutions is established.

In Section 3, we discuss the existence and uniqueness positive solution of the BVP (1.1) and also construct successively some sequences for approximating the unique positive solution.

The organization of this paper is as follows: In Section 2, by Lyapunov method, we show that the SDE (4) has an existence and uniqueness positive solution.

Compared with previous work [23, 25], the fractional orders are involved not only in the nonlinearity f but also in the nonlinearity g and the uniqueness positive solution of equation (1.1) is dependent on eigenvalue λ.

By means of a new (u_{0} -positive operator we get the existence and uniqueness of positive solutions for (1.4).

Some of sufficient results on the existence and uniqueness of positive global solutions or positive solutions for the boundary value problems are presented, which are a generalization of some recent results in the area.

Some desired properties of the solution, such as existence and uniqueness of positive strong solution, unique stationary distribution, and exponential ergodicity, are proved.

We show some desired properties of the solution such as existence and uniqueness of positive strong solution, unique stationary distribution, and exponential ergodicity.

In the sequel, we present a sufficient condition for the existence and uniqueness of positive solutions for Problem (2) (positive solution means x t) > 0 for t ∈ (0, 1)).