Motivation for Hodge cycles

Given two smooth projective varieties X and Y, X is defined to motivate Y if the motive of Y is contained in the tensor category generated by X. Some techniques are given for checking this condition. It is shown that in a number of cases moduli spaces of sheaves over curves or surfaces are motivated by the underlying curve or surface. This is used to check the Hodge and related conjectures for some of these examples.     

Structural Transformation and Stabilization of Metal–Organic Motifs Induced by Halogen Doping

The structural transformation of supramolecular nanostructures with constitutional diversity and adaptability by dynamic coordination chemistry would be of fundamental importance for potential applications in molecular switching devices. The role of halogen doping in the formation of elementary metal–organic motifs on surfaces has not been reported. Now, the 9‐ethylguanine molecule (G) and Ni atom, as a model system, are used for the structural transformation and stabilization of metal–organic motifs induced by iodine doping on Au(111). The iodine atoms are homogeneously located at particular hydrogen‐rich locations enclosed by G molecules by electrostatic interactions, which would be the key for such an unexpected stabilizing effect. The generality and robustness of this approach are demonstrated in different metal–organic systems (G/Fe) and also by chlorine and bromine.     

检测及精估目标运动参量的广义自适应相关器技术

本文结合自适应Ｒｏｔｈ时延估计器和拷贝相关器,提出了一种既可以检测多亮点目标回波,又可以在低采样频率下（采样间隔ｍｓ级）,精估μｓ级方位时延的广义自适应拷贝相关器算法。并进行了深入的理论分析,完成了计算机仿真：验证了该算法具有较高的处理增益和参量精估精度,很适合于检测和高分辨精估目标多亮点的方位、距离和多卜勒。从而为尺度识别奠定了基础。     

The motive of the moduli stack of <Emphasis Type="Italic">G</Emphasis>-bundles over the universal curve

We define relative motives in the sense of André. After associating a complex in the derived category of motives to an algebraic stack we study this complex in the case of the moduli of G-bundles varying over the moduli of curves.     

检测及精估目标运动参量的广义自适应相关器技术

本文结合自适应Ｒｏｔｈ时延估计器和拷贝相关器,提出了一种既检测多亮点目标回波,又可以在低采样频率下,精估μｓ有方位时延的广义自适应拷贝相关器算法,并进行枚的理论分析,完成了计算机仿真,验证了该算法具有较高的处理增益和参量精估精度,很适合于检测和高分辩精估目标多亮点的方位,距离和多卜勒,从而为尺度识别奠定了基础。     

任意流场中颗粒运动方程的通解(英)

给出了任意流场中颗粒运动方程的无因次和线性微分方程形式．估计了颗粒运动方程中的一些相关项．借助于一些数学推导和处理，求得了比线性颗粒运动方程的通解．     

光电成像系统动像光学传递函数

在论述光电成像系统时间响应特性图像运动的基础上,提出并完善了光电成像系统动像光学传递函数的数理模型,除已导出的匀速运动和简谐振动下的动像LSF和OTF公式外,又导出了匀加速运动下动像LSF和OTF公式以及椭圆、圆周运动下的两维动像PSF和OTF公式,从而可以全面计算、分析光电成像系统的动像传递特性,为更深入研究动态光电成像奠定了理论基础.