1 - 9 of 9 articles
In this paper we study p-variation of bifractional Brownian motion. As an application, we introduce a class of estimators of the parameters of a bifractional Brownian motion and prove that both of them are strongly consistent; as another application, we investigate fractal nature related to the...
For a non-zero real number α, let s
(G) denote the sum of the αth power of the non-zero Laplacian eigenvalues of a graph G. In this paper, we establish a connection between s
(G) and the first Zagreb index in which the Hölder’s inequality plays a key role. By using this result, we present a...
In computer aided geometric design (CAGD), Bézier-like bases receive more and more considerations as new modeling tools in recent years. But those existing Bézier-like bases are all defined over the rectangular domain. In this paper, we extend the algebraic trigonometric Bézier-like basis of...
In this paper, the qualitative properties of general nonautonomous Lotka-Volterra n-species competitive systems with impulsive effects are studied. Some new criteria on the permanence, extinction and global attractivity of partial species are established by used the methods of inequalities...
This paper considers the semi-resumable model of single machine scheduling with a non-availability period. The machine is not available for processing during a given time interval. A job cannot be completed before the non-availability period will have to partially restart after the machine has...
The boundedness of multilinear singular integrals of Calderón-Zygmund type on product of variable exponent Lebesgue spaces over both bounded and unbounded domains are obtained. Further more, the boundedness for this type multilinear operators on product of variable exponent Morrey spaces over...
In CAGD, the Said-Ball representation for a polynomial curve has two advantages over the Bézier representation, since the degrees of Said-Ball basis are distributed in a step type. One advantage is that the recursive algorithm of Said-Ball curve for evaluating a polynomial curve runs twice as...
In this paper we propose a construction method of the planar cubic algebraic spline curve with endpoint interpolation conditions and a specific analysis of its properties. The piecewise cubic algebraic curve has G
2 continuous contact with the control polygon at two endpoints and is G
In this paper, the authors consider the behaviors of a class of parametric Marcinkiewicz integrals μ
) and Campanato spaces with complex parameter ρ and the kernel Ω in Llog+
n−1). Here μ
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