分次反单本原根

本文给出分次情形的反单本原根SJGG,当群G满足|G|<∞,证明了SJG=SJref=SJG,其中SJref和SJG分别表示反射反单本原根和限制反单本原根.而且讨论了SJG的分次补根.     

二次灾难

二次灾难是指由于地球被撞击引起的地震、海啸、大气扬尘、震裂冰川而导致海平面升高等间接的灾难效应.基于能量转化和守恒概念,建立简洁的力学模型,根据牛顿力学的动力学理论及有关文献,研究直径1 000 m的铁镍小行星撞击南极点对地球造成的直接影响和二次灾难.同时,还给出了一套评估灾难的方法.通过具体的计算发现,由撞击带来的直接效应是有限的,在短时间内会迅速衰减,但由此引发的二次效应却是十分显著的.     

Adsorption of L-Alanine on Cu（111） Studied by Scanning Tunnelling Microscopy

The adsorption of L-alanine on Cu（111） surface is studied by means of scanning tunnelling microscopy under ultra-high vacuum conditions. The results show that the adsorbates are chemisorbed on the surface, and can form a two-dimensional gas phase, chain phase and solid phase, depending on deposition rate and amount. The adsorbed molecules can be imaged as individual protrusions and parallel chains in gas and chain phases respectively. It is also found that alanine can form （2 × 2） superstructure on Cu（111） and copper step facet to （110） directions in solid phase. On the basis of our scanning tunnelling microscopic images, a model is proposed for the Cu（111）（2 ×2）-alanine superstructure. In the model, we point out the close link between （110）-direction hydrogen bond chains with the same direction copper step faceting.     

A New Protocol for Solubilization, Refolding and Purification of Recombinant Human Granulocyte Colony-stimulating Factor in Inclusion Bodies

Recombinant human granulocyte colony-stimulating factor (rhG-CSF) is a multifunctio- nal cytokine, which plays a key role in the immune system. High-level expression of rhG-CSF in Escherichia Coli (E.Coli) often accumulates in vivo as insoluble aggregates…     

甲基营养细菌No1甲胺脱氢酶的纯化和性质研究

甲基营养细菌Ｎｏ１甲胺脱氢酶是以色氨酸－色氨酰醌为辅基的一种特殊氧化还原酶．粗酶液经纯化后，其比活力和收得率分别为５．１ｎｍｏｌ·ｇ－１和２８％．该酶的分子量为６７０００，等电点为８．３和８．５，组成它的大、小两个亚基的分子量分别为３７０００和１５０００．甲胺脱氢酶有较好的耐热性，它能催化包括一级甲胺和二胺在内的底物反应，与甲胺反应的Ｋｍ值为２６．６μｍｏｌ·Ｌ－１，最适ｐＨ为８．０．其酶催化反应可被Ｃｕ２＋抑制．该酶的吸收光谱是，在３２８ｎｍ和４２６ｎｍ呈现两个特征峰     

沪深港股市相关性的小波分析

主要使用离散小波变换(DW T)对沪深港股市的相关性进行研究.小波可以把方差和相关系数在不同尺度上进行分解,以便更仔细地研究时间序列的波动性在不同尺度上的相关程度.研究发现:三地股票市场的波动性都随着小波尺度的变化而变化;沪深股市与香港股市相关性非常低,而且在不同尺度上相关程度有较大差别.     

Dominated splitting versus small angles

In this paper, we give a partial answer to the problem proposed by Lan Wen. Roughly speaking, we prove that for a fixed i, f has C^1 persistently no small angles if and only if f has a dominated splitting of index i on the C^1 i-preperiodic set P＊^1（f）. To prove this, we mainly use some important conceptions and techniques developed by Christian Bonatti. In the last section, we also give a characterization of the finest dominated splitting for linear cocvcles.