A detection strategy of multi-pose face in compressed domain

In this paper, we present a strategy to implement multi pose face detection in compressed domain. The strategy extracts firstly feature vectors from DCT domain, and then uses a boosting algorithm to build classifiers to distinguish faces and non-faces. Moreover. to get more accurate results of the face detection, we present a kernel function and a linear combination to build incrementally the strong classifiers based on the weak classifiers. Through comparing and analyzing results of some experiments on the synthetic data and the natural data, we can get more satisfied results by the strong classifiers than by the weak classifies.     

一类微分方程的约化及其约化方程的Painlevé分析

对一类非线性偏微分方程组进行行波约化和相似约化,使原来的偏微分方程约化为常微分方程,并对此常微分方程进行Painleve分析,进一步给出此类非线性偏微分方程约化后的常微分方程组只有“弱”Painleve性质,还给出微分方程具有“弱”Painleve性质的一个例证。     

Banach空间若干凸性的一种等价刻画

用统一且简洁形式处理Banach空间的一致凸、局一致凸、弱一致凸、弱局一致凸、严格凸及(M)性质和(WM)性质,给出了它们的一种等价刻画.     

弱C_0–半群拓扑

利用有界线性算子半群及连续线性泛函,引入了一新的局部凸向量拓扑,并对其基本性质进行了讨论.     

某工程桩基问题的分析与处理

从地质条件和施工技术等方面出发,详细分析了某工程桩基出现的裂缝、偏移等病害,并提出了管径内灌芯补强,加大承台和补桩等处理措施,试验证明处理方案是可行的.     

Hilbert值半鞅在广义收敛意义下Doob-Meyer分解的稳定性

利用判断Hilbert值右连左极过程胎紧性的充要条件,将实值特殊半鞅典则分解稳定性的结果推广到更一般的Hilbert空间值特殊半鞅.     

Existence of solutions for the dynamic equation of ferrimagnets

Ferrimagnet is a kind of basic and important multi-sublattice magnet material. It has attracted more and more attention of physicists and mathematicians. Many results of solitons and numerical computations on this topic have appeared. In this article, the dynamic equation for an isotropic ferrimagnet with two non-equivalent sublattices is studied, existence of weak solutions in multi dimension case is proved through the penalized method, the uniqueness and smoothness of the solution in one dimension case are also obtained by the relation between this equation and hyperbolic equation.     

煤矿软岩巷道顶底板剪切变形破坏机理

通过石嘴山一矿38区 600 m轨道巷表面收敛监测及变形破坏的研究,总结出了变形破坏特征。以矿山压力假说为前提,对巷道围岩典型破坏特征作出理论推断,建立巷道顶底板的力学模型,并应用关键层理论、块体理论、弹性力学对巷道变形破坏进行理论分析与求解,得出了巷道顶底板发生剪切破坏判定条件,并用FLAC3D数值模拟验证其正确性,为深部巷道支护提供了新的理论依据。     

煤矿软岩巷道顶底板剪切变形破坏机理

通过石嘴山一矿38区＋600m轨道巷表面收敛监测及变形破坏的研究，总结出了变形破坏特征。以矿山压力假说为前提，对巷道围岩典型破坏特征作出理论推断，建立巷道顶底板的力学模型，并应用关键层理论、块体理论、弹性力学对巷道变形破坏进行理论分析与求解，得出了巷道顶底板发生剪切破坏判定条件，并用FIAC加数值模拟验证其正确性，为深部巷道支护提供了新的理论依据。     

Existence of solutions for the dynamic equation of ferrimagnets

Ferrimagnet is a kind of basic and important multi-sublattice magnet material. It has attracted more and more attention of physicists and mathematicians. Many results of solitons and numerical computations on this topic have appeared. In this article, the dynamic equation for an isotropic ferrimagnet with two non-equivalent sublattices is studied, existence of weak solutions in multi dimension case is proved through the penalized method, the uniqueness and smoothness of the solution in one dimension case are also obtained by the relation between this equation and hyperbolic equation.