(τ)of autocorrelation function for dyadically weakly stationary processes and its true value is small on any[0,δ],one can extrapolate the value of autocorrelation function R(τ)on any [0,T](T>δ)such that its error is smaller than any ε>0。
The purpose of this paper is to study the existence of solution for the following differen- tial inclusion: x'(t)∈F(t,x(t),t∈[0,T],x(0)=x_0.(D) Under some more weaker consitions,an existence theorem is given.
Let be the parabolic differential operator defined in the region Ω×[0,T] in a n+1 dimensional space and Ω be the bounded region with a bound S in a n dimensional Euclidean space En The problem of whether there exists a regular solution for the second order parabolic equationon Ω×[0,T] satisfying the following initial and boundary conditions is taken into consideration.
Dynamical reliability analysis of structures is often changed into the problem of solving the first passage probability of random response of the critical section of structure in assigned time interval [0, T] .
The effects of the concentrations of PCR reaction components on inter-simple sequence repeat (ISSR) amplification results of apricot cv. Qingmisha were studied with the primer UBC825〔primer sequence: (AC)8T〕.