In this thesis,the quantitative analysis mode of the comparative value is put forward that non-circulation shareholder should pay for the circulation shareholder,then the formula to calculate shrinking-rate and connotive non-circulation value coefficient are set up.
在提出非流通股股东向流通股股东支付对价的定量分析模型的基础上,推导出计算缩股率与内含非流通股价值评估系数的公式和缩股率与等价送股率的转换公式,并进行实证分析。
In this thesis,the quantitative analysis mode of the comparative value that non-circulation shareholder should pay for the circulation shareholder is put forward,then a stock-paid method mode based on the zero-sum hypothesis is set up.
首先提出非流通股向流通股支付对价的定量分析模型,进而根据零和假设推出送股方案定量分析模型并指出了影响送股率的因素。
stated-owned share) and the letter stock in America, the results of positive studies by the acquisition discount of private companies′ studies approach on illiquidity discount, and reviews the limitation of the acquisition approach.
简述了流动性及流动性溢价的理论研究,讨论了国内的国有股等限制性股票与美国的注册股票之间的差异,综述了国际上收购方法实证非流动性价格折扣的结果,评述了收购方法实证的局限。
The Study of Non-manifold Topological Data Structure on Reconstructing Surfaces;
重构曲面的非流形拓扑数据结构研究
The Study of Non-manifold Modelling Data Structure Supporting Feature;
支持特征的非流形造型数据结构的研究
With the request of geometry modeling system and application of the concept about complexes algebraictopology in the field of industrial production , the theory of non-manifold model come into being.
工业产品几何造型技术的发展要求,以及代数拓扑学复形等概念引入到几何造型中,因此产生了非流形几何造型理论。
At first, describes the basic principal of non manifold geometric modeling , the data structure,and some basic operations of the system used,then describes the basic theory of Boolean operation in non manifold geometric modeling which consists of extended EULER formula, set ownship classification function, regular set and regular set operation.
简述了非流形造型的基本原理及其采用的基本操作 ,以及非流形几何造型布尔运算 ,侧重在其基本理论 ,包括 :推广的Euler公式 ,集合属籍分类函数 ,正则集与正则集合运算 ;最后介绍了非流形造型布尔运算的 5个基本运算步骤 ,即求交 ,新面环的生成与剖分 ,拓扑元素分类 ,连面成壳与连壳成体 ,以及悬点、悬边、悬面的生成 。
An identification edge structure is put forward to represent non manifold modeling,which is built on the concepts and methods of the complex and CW complex in algebraic topology.
提出了一个非流形结构的表示方法——粘合边结构，其数学基础是代数拓扑中的复形理论。