基于势函数点分布调整的SIFT图像配准算法

尺度不变特征转换(scale invariant feature transform,SIFT)是一种广泛应用于图像配准领域的点特征提取算法。针对基于SIFT的图像自动配准算法存在的特征点分布不均匀问题,提出了一种基于势函数点分布调整的图像配准方法。该方法解决了SIFT算法不能针对特征点的分布情况进行优化的问题。通过调整SIFT的比值阈值,增加配准点的数目;通过引入分子力学中的势函数概念,对特征点分布情况进行优化;通过局部互信息精纠正,微调特征点位置,以提高特征配准点的配准精度;最终实现高质量(空间分布均衡,配准精度高)的图像自动配准。     

实解析函数在极值点附近的凹凸性

讨论了一类实解析函数在极小（大）值点附近存在凸（凹）性区间的条件，得到了如下主要结果：若非常值函数y=f（x）在x0处取得极小（大）值，且在x0的某一邻域G内实解析的。则存在x0的一小邻域G^＊包含G，使得原函数在G^＊上为凸（凹）的。     

On Motions Near the Lagrange Equilibrium Point L 4 in the Case of Routh's Critical Mass Ratio

We deal with the planar restricted circular problem of three bodies. We study trajectories in a small neighborhood of the Lagrange equilibrium point L ₄ when mass ratio is close to Routh's value. In particular, we show that the case of proper degeneracy takes place and for most initial conditions trajectories are conditionally-periodic. We obtain an approximate representation of families of periodic solution emanating from the equilibrium point L ₄. We also show that in the case of instability of L ₄ the trajectories starting in a vicinity of L ₄ remain in a finite domain forever. We give an upper bound of this domain. To carry out our investigation, we analyze the dynamics of a general Hamiltonian system with two degrees of freedom in the case of 1 : 1 resonance in detail.This revised version was published online in October 2005 with corrections to the Cover Date.     

互补的神话--鲁迅与张爱玲文学与人生观之比较

鲁迅和张爱玲 ,创造了二十世纪中国文学的两个神话。对照各自的文学创作与人生观 ,两者有着颇含默契的互补意味。不同的文学视角与精神关怀赋予彼此人格我不同的深度与质感 ;乡镇意识与城市情结使得两者的文学创作风格各异却又相得益彰 ;迥异的文化背景与人生阅历造成了彼此截然不同的人生态度     

Searches for bright-rimmed clouds with IRAS point sources

We have carried out systematic surveys for small bright-rimmed clouds associated with IRAS point sources in/around HII regions. They are candidate sites for star formation due to radiation-driven implosion.     

一阶可变号非线性奇异初值问题

获得了一类一阶可变号非线性奇异初值问题的新结果。     

SECOND-ORDER ANALYSIS OF BIVARIATE POINT PATTERNS

Second-order methods of point pattern analysis have only recently received attention from geographers. This paper demonstrates the use of these methods in a spatial analysis of two interrelated categories of objects in a finite region. Two contrasting methods of analyzing the spatial structure of bivariate point data provide insight into the potential of second-order methods. The first is the conventional “within” group analysis that compares a spatial pattern of points to a Poisson random pattern. The second, a “between” groups analysis, allows a distribution-free investigation of locational interdependencies between two categories of points. The map pattern of a sample of commercial investments in Cincinnati illustrates the utility of this approach.     

关于正确处理对流－弥散方程和渗流方程中源汇项的若干问题

对流─弥散方程和渗流基本微分方程中的源汇项，分别是决定含水层中任一内点上水质量和溶质质量时变率的重要因素之一。而关于源汇项不适当的乃至是错误的表述，在文献中却不乏其见，其影响之大是显而易见的．本文深入分析了某些表述的不当或错误之处，给出了正确的处理与表述方法。     

Analytical calculations related to facies simulation

The paper presents calculations related to the volumes of different facies types. Asymptotic distributions are derived approximating the volumes of facies proportions. The number of bodies required to meet net-gross specifications are shown to follow an inverse gaussian distribution. The calculations typically are performed prior to simulations of reservoir facies and may add substantially to the understanding of the model. In particular, analytical results are useful when it comes to assessing parameters of complex simulation models. The theoretical distributions agree well with results based on marked point process simulations of a turbiditic reservoir.