立井钢丝绳罐道的特点及使用

介绍了钢丝绳罐道的特点,从《煤矿安全规程》的要求出发,考虑钢丝绳罐道的形式、 刚度、定位张紧、布置方式、钢丝绳数目等因素,分析了钢丝绳罐道的选择要点,并指出了钢丝绳罐 道的使用和维护方法。     

Implicit Bayesian Inference Using Option Prices

Abstract. A Bayesian approach to option pricing is presented in which posterior inference about the underlying returns process is conducted implicitly via observed option prices. A range of models allowing for conditional leptokurtosis, skewness and time‐varying volatility in returns are considered, with posterior parameter distributions and model probabilities backed out from the option prices. Models are ranked according to several criteria, including out‐of‐sample predictive and hedging performance. The methodology accommodates heteroscedasticity and autocorrelation in the option pricing errors, as well as regime shifts across contract groups. The method is applied to intraday option price data on the S&P500 stock index for 1995. While the results provide support for models that accommodate leptokurtosis and skewness, no one model dominates when all criteria are considered.     

R&D项目价值评估的灰色B-S模型

针对传统净现值法不能有效评估RD项目价值的缺点,探讨了RD项目价值评估的适用方法,建立了基于区间灰数的RD项目价值评估灰色B-S模型,通过实例说明了该模型的有效性,并与传统净现值法的评估结果进行比较.结果表明,实物期权方法在评估RD项目价值时具有优势,为RD项目投资决策提供了一条新思路.     

分数跳-扩散下外汇期权定价

用保险精算方法,在股票价格服从分数跳-扩散过程,且无风险利率、波动率和期望收益率为时间的非随机函数,给出了外汇期权定价公式.     

电力衍生品市场研究

电力衍生品市场是电力现货市场发展的必然产物,它有利于发现电力真实的价格,促进电力市场公平竞争,并能为市场交易者提供风险管理工具．还就电力远期、期货、期权等基本的电力衍生品在电力市场的应用进行了研究．     

在分数Brown运动环境下具有红利支付期权定价的鞅分析

本文在分数Brown运动环境下,利用基础资产价格逼近过程的鞅性,推导分析了具有红利支付时期期权定价方程.     

高校足球选项课实施“合作讨论”教学法的实验

通过教学实验的方法,将"合作讨论"教学法和传统教学法运用于高校足球选项课的技术教学中的效应问题进行实验对比。结果表明:"合作讨论"教学法与传统教学法相比,课堂教学的互动更加频繁,有利于教学资源的整合,教学效果显著;能够更加有效地提高学生的运动技能水平,发展学生身体素质,而且在改善学生的心境状态,提高学生的学习兴趣和团队合作能力等方面效果更明显。     

多阶段复合期权模型在新药研发中的应用研究

考虑到新药研发周期长和高度的不确定性的特点,在实物期权理论的基础上建立了多阶段复合期权的评价模型,针对二阶段定价模型的不足,提出了各阶段波动率不同的三阶段定价模型,并得到其封闭解。最后用改进的三阶段变波动率复合期权模型来评估一个新药研发项目的价值,计算结果表明模型具有较好的实用性。     

A tree approach to options pricing under regime-switching jump diffusion models

A simple, efficient tree is developed to price options in a very general regime-switching jump diffusion model. Under this model, the switching rates of the switching process depend on the underlying stock price process. Sufficient conditions that guarantee the positivity of branch probabilities are provided. Using the regime-switching tree, we approximate Heston's stochastic volatility model with an additional jump component. Finally, we illustrate the effectiveness of the tree method by several numerical examples.