Finite volume effects on the QCD chiral phase transition in the finite size de-pendent Nambu-Jona-Lasinio model

The effective Lagrangian of a finite volume system should, in principle, depend on the system size. In the framework of the Nambu-Jona-Lasinio(NJL) model, by considering the influence of quark feedback on the effective coupling, we obtain a modified NJL model so that its Lagrangian depends on the volume. Based on the modified NJL model, we study the influence of finite volume on the chiral phase transition at finite temperature, and find that the pseudo-critical temperature of crossover is much lower than that obtained in the normal NJL model. This clearly shows that the volume dependent effective Lagrangian plays an important role in the chiral phase transitions at finite temperature.     

基于拟一致渐近稳定性的离散模型的概周期解（英文）

本文研究离散模型的概周期解的存在唯一性.因为在通常情况下,拟一致渐近稳定所需条件相对比较弱,所以我们利用拟一致渐近稳定性来得到离散模型正概周期解存在的充分条件.数值例子验证了我们结果的有效性.     

非自治兔子食草模型的周期解

利用重合度理论,给出了一类兔子食草的非自治生物数学模型至少存在1个正周期解的充分条件.     

EXISTENCE AND ATTRACTIVITY OF k-ALMOST AUTOMORPHIC SEQUENCE SOLUTION OF A MODEL OF CELLULAR NEURAL NETWORKS WITH DELAY

In this paper we discuss the existence and global attractivity of k-almost automorphic sequence solution of a model of cellular neural networks.We consider the corresponding difference equation analogue of the model system using suitable discretization method and obtain certain conditions for the existence of solution.Almost automorphic function is a good generalization of almost periodic function.This is the first paper considering such solutions of the neural networks.     

绿洲夏季鸟类群落特征研究

2008年6月～2009年8月,采用样带法和样点法对新疆奎屯绿洲10类生境的鸟类群落结构进行了调查,共记录到鸟类145种,隶属于17目40科.其中有古北型124种、广布型21种;古北型中有北方型种类59种,北方广布型38种、中亚型26种,高地型1种.树麻雀、棕尾伯劳、白鹡鸰、家燕、红隼等21种鸟的重要性值均大于25,为绿洲鸟类中重要种类,其中列名的五种鸟类相对密度均大于5%,为绿洲鸟类群落建群种.灰鹡鸰、欧夜鹰、新疆歌鸲、凤头百灵等18种鸟的重要性值介于15～25之间,为绿洲夏季鸟类群落的较重要种类.相似性比较分析及聚类分析结果显示:绿洲鸟类群落主要有三种类型,两种湿地生境聚为一类,即湿地鸟类群落;城市、乡镇、居民点生境、早垦农作区、周边荒漠等生境的鸟类聚为一类,为林地鸟类群落;新垦农作区、农作区间荒漠和弃耕地生境为荒漠鸟类群落.