A general result on the strong convergence rate and complete convergence for arrays of rowwise extended negatively dependent random variables is established. As
We gived the definition of Hom-Leibniz superalgebra and studied its basic prop-erties. In particular, the derivations of Hom-Leibniz Superalgebras are portrayed
We study zeros of the Jones polynomial and their distributions for torus knots and 2-bridge knots. We prove that e(2m+1)πi/2 and e(2m+1)πi/4(m is a positive i
In this paper, we propose and discuss a class of singular integral equation of convolution type with csc(τ?θ) kernel in class L2[?π,π]. Using discrete Fouri
Let G be an Abelian group and letρ:G×G→[0,∞) be a metric on G. Let E be a normed space. We prove that under some conditions if f:G→E is an odd function and
Let L=??+V be the Schr ¨odinger operator on Rd, where?is the Laplacian on Rd and V 6=0 is a nonnegative function satisfying the reverse H¨older’s inequality.
In this paper, by making use of the Hadamard products, we obtain some subordination results for certain family of meromorphic functions defined by using a new l
In this paper, we give some result on the simultaneous proximinal subset and simultaneous Chebyshev in the uniformly convex Banach space. Also we give relation