The Dyson-Schwinger Method of the NJL Model Beyond the Mean Field Approximation

By making use of the generating functional method we derive the Dyson-Schwinger equations in the NJL model and obtain the revised quark gap equation due to the meson dressing effects (usually called beyond the mean-field correction), and finally analyze its influence on the meson properties as well as the nucleon sigma term.     

Multiplicity of Homoclinic Solutions for Second Order Hamiltonian Systems with Local Conditions at the Origin

In this paper,the multiplicity of homoclinic solutions for second order non-autonomous Hamiltonian systems ü(t)-L(t)u(t)+▽_uW(t,u(t))=0 is obtained via a new Symmetric Mountain Pass Lemma established by Kajikiya,where L ∈C(R,R^N×N) is symmetric but non-periodic,W ∈C¹(R×R^N,R)is locally even in u and only satisfies some growth conditions near u=0,which improves some previous results.     

基于单片机的LED旋转式显示屏设计

基于视觉暂留特性设计并制作了一个13点线阵LED模块的显示屏。该系统可实现中文字符的显示和动态特效显示,将STC89C52单片机与发光二极管模块固定在电机的旋转轴上通过电机的旋转带动模块转动,再利用单片机控制发光二极管的亮灭,最后利用人眼的视觉暂留,构造出一个旋转的LED显示屏。     

Identification of a 9/2-[505] isomer in the neutron-rich 193Os nucleus

The neutron rich nucleus ¹⁹³Os was produced in the ¹⁹²Os(⁷Li, ⁶Li)¹⁹³Os reaction. An isomeric state based on the 9/2^-[505] Nilsson orbital was identified in the present work. The half-life of the isomeric state was extracted and discussed in terms of the K quantum number. A level scheme built on the isomeric state was proposed based on the experimental data.     

一个可靠机器,一个不可靠机器和一个缓冲库构成的系统的定性分析

本文用纯分析的方法给出了一个可靠机器 ,一个不可靠机器和一个缓冲库构成的系统解的存在唯一性证明     

自然序Dubreil-Jacotin富足半群

本文考虑Ｄｕｂｒｅｉｌ－Ｊａｃｏｔｉｎ富足半群,给出若干特征后,建立了自然序Ｄｕｂｒｅｉｌ－Ｊａｃｏｔｉｎ富足半群的结构,作为应用,给出了具有正则性条件的自然序Ｄｕｂｒｅｉｋｌ－Ｊａｃｏｔｉｎ富足半群的结构,并将结果推广到具有最大幂等元的自然序的偏序富足半群上。     

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There're about 10^{11} neurons in the human brain.Through the synaptic junction, neurons have formed a highly complex network.And it is really important to figure out the information expressed in the network, which will contribute to the resolution of the prevention and diagnosis of cognitive disorder of human beings. This paper uses the schizophrenia and healthy controlled subjects' fMRI data to construct the brain network model, in order to explores abnormal topological properties of schizophrenics' brain network based on graph theory. When studying the human brain network information traditionally by the basement of graph theory, it's all assure that the human brain network model has invariance, so it takes the whole period of time series data in constructing human network model, which is a kind static network. However, it's hard to ensure this because of the nonstationarity of fMRI functional time series data. Thus, when constructing human brain network model, we should take its time-variation into consideration, then construct a dynamic brain network. We can explore the brain network information better. In this research, we segment the time series data, using time windows, to constructing dynamic brain network model, then analyze it combined with the knowledge of graph theory, thereby reducing effects that the nonstationarity of fMRI functional time series data will have. Comparing dynamic brain network of the schizophrenic patients with normal controls subjects' in different level, the results show that there are difference in single node property, group network property of schizophrenic patients and normal control subjects' whole brain dynamic functional connectivity network. The discovery of these difference in network topological properties has provide new clues for the further study on the pathological mechanism of schizophrenia.     

依赖于一阶导数的(n-1,1)共轭m点边值问题正解的存在性

利用锥上的Krasnoselskii's不动点定理的推广定理,讨论了一类边值问题,给出了相应依赖于一阶导数的非线性n阶m点边值问题至少一个正解的存在性.对于n阶m点边值问题,给出了相应的Green 函数.证明了在非线性项厂满足一定的增长条件下至少存在1个正解.并且给出了一个例子来说明所获得的结果.     

长枝沙菜Hypnea Charoides次级代谢物的分离与结构鉴定

对采自中国南海的红藻长枝沙菜 Hypnea Charoides的次级代谢物进行研究 ,从中分离得到 4个化合物 ,通过核磁共振、质谱等现代波谱分析技术确定其结构为 :豆甾 - 5 ,2 2 -二烯 - 3β-醇 - 3- o- β- D-吡喃葡萄糖甙 ( Ⅰ)、1 - o-十六碳酰基 -甘油酯 ( Ⅱ )、棕榈酸 ( Ⅲ )、正二十四烷 ( Ⅳ ) ,这些化学成分均首次从长枝沙菜中分离得到。     

New Exact Solutions for a Class of Nonlinear Coupled Differential Equations

More new exact solutions for a class of nonlinear coupled differential equations are obtained by using a direct and efficient hyperbola function transform method based on the idea of the extended homogeneous balance method.