证券市场套利模型及其若干性质

Adel Murtda Al-awci, Noori F. Al-Mayahi
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引用次数: 0

摘要

从1990年开始,泛函分析在经济学中的应用是通过建立线性拓扑空间的数学模型,用数学公式和术语描述和定义股票市场的经济平衡,然后利用线性拓扑空间的定理,如韩氏定理,来进行与金融市场发展和平衡有关的理论研究。巴拿赫、分离定理、开函数定理、闭陈述定理等,创造了使市场模型实现生存、实现无套利、不承认无免费午餐的充分必要条件
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The arbitrage In Securities Market Model And Some There Properties
The  applications of functional analysis in economics began worked out since the  by presenting theoretical studies related to the development and balance of financial  markets by building mathematical models with linear topological space , describing and defining the economic balance of the stock market in mathematical formulas and terms , and then using the theorems of  linear topological spaces such as Han's theorems . Banach , separation theorems  , open function theorem ,closed statement theorem and so on to create the necessary and sufficient condition to make the market model achieve viability , achieve no arbitrage , and not recognize No free Lunches                                                                                                                             
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