By using basic building blocks of derivatives theory:delta hedging and no arbitrage,this paper studies the price of Asian options with constant average duration which is differ from plain vanilla ones and the underlying assets(temperature)are assumed to be driven by fractional Ornstein-Uhlenbeck process which is reasonable for weather derivatives.
本文运用衍生证券理论的最基本原理(△对冲和无套利原理) ,研究了一种新型亚式期权的定价问题,该类型期权因具有常数平均值久期而不同于标准化情形。
The theories and models are surveyed from two aspects namely traditional theories and modern models of term structure, main models in the frame of equilibrium and no arbitrage and their new evolvements are included.
从传统的期限结构理论和现代期限结构模型两个方面,对利率期限结构研究的进展进行了系统的分析,综述了国内外利率期限结构理论在均衡框架与无套利框架下的各种期限结构模型,及其最新进展,并总结了该研究领域的发展趋势。
Study on no-arbitrage property of dividend discount model;
股息贴现模型的无套利性质分析
In this paper,we give the characterization of no-arbitrage.
给出一种有交易费和买进卖出价差两种摩擦的多周期金融市场模型,在这种模型下进行市场的无套利刻画。
When the financial assets and the states of nature are finite and when the friction is subject to proportional transaction costs, we characterize the existence or a necessary and sufficient condition of an optimal consumption-portfolio policy by no-arbitrage of the original market as well as a transformed market.
当金融资产和自然状态个数为有限个以及摩擦局限于成比例的交易费时,可用原始市场或适当转换了的市场的无套利性来刻画最优消费-投资组合策略的存在性或充要条件。
This paper studies the problem of weak no-arbitrage in a frictional market with transaction costs and bid-ask spreads.
本文针对存在买进卖出差价和交易费两种摩擦形式的金融市场 ,利用凸分析、非线性规划等优化工具 ,给出了弱无套利的一个本质刻画 ,以及有关状态价格和弱无套利的一系列结果 ,推广了以往文献中的许多已知结果。
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