This work was supported by the National Natural Science Foundation of China (Grant No. 10171074), Jiangsu Natural Science Foundation(Grant No. BK200133) and the Foundation of Education Ministry of Chi
In this paper, how big the increments are and some liminf behaviors are studied of a two-parameter fractional Wiener process. The results are based on some ineq
In this paper we consider the large deviations for random sums S(t)=∑N(t)i=1Xi, t≥0, where {Xn, n≥1} are independent, identically distributed and non-negative
Here we show that Rubin’ s method of the use of two Euler systems to the proofs of lwa-sawa main conjectures of the rational number field and of an imaginary q
For regression analysis, some useful Information may have been lost when the responses are right censored. To estimate nonparametric functions, several estimate
An answer is given to a problem proposed by Bannai and Ito for { l, l + s, l + s + t} -sharp permutation group, and the result is used to determine L-sharp grou
We prove the existence of the global, but unbounded solution of the semilinear heat equations with critical Sobolev exponent, and that under some assumptions, t
A stochastic holonomy along a loop obtained from the OU process on the path space over acompact Riemannian manifold is computed. The result shows that the stoch
This paper presents a method to get improved bounds for norms of exceptional v's in computing the group K2OF where F is a quadratic imaginary field,and as an
The main result of this paper asserts that if a function f is in the class Bπ,p, 1<p<∞; that is, those p-integrable functions whose Fourier transforms are suppo
In this paper we present a theoretical method to calculate the absorption spectra of hot dense plasmas. Based on our fully relativistic treatment incorporated w