Project supported partially by the National Natural Science Foundation of China (Grant No. 19531050),the State Education Commission Foundation of China.
We study Chaney’s and Ben-Tal-Zowe’s second-order directional derivatives with appli-cations in minimization problem for max-functions of the form h(x): = max
A second order explicit finite element scheme is given for the numerical computation to multi-dimensional scalar conservation laws. Lp-convergence to entropy so
Large deviations for stochastic flow solutions to SDEs containing a small parameter are studied. The obtained results are applied to establish a Cp, r-large dev
With order statistics of the uniform distribution on [0, 1], exponential and beta distributions, a stochastic representation is obtained for the uniform distrib
This paper gives a complete classification of (Δ)-finite twisted double incidence algebras of posets in the case where the Hasse quivers of posets are of type
β-delayed proton decays of Tz = 1/2 series nuclei 81Zr and 85Mo have been studied in detail by using p-γ coincidence measurement. The (3-delayed proton spectr
119Sn Mossbauer research is carried out on (La1-xSrx)2Cu1-xSnxO4( x = 0.075 and 0.110) superconductors which are designed under a new concept. The Mossbauer spe
Several theorems for atomic decompositions of Banach-space-valued martingales are proved. As their applications, the relationship among some martingale spaces s
Let M be an open Riemann surface with a finite set of punctures, a complete Poincar(?)-like metric is introduced near the punctures and the equivalence between
In this paper we study the properties of the set consisting of all fixed points of a Scott continuous self-map between domains. All the results give an answer t