1) contingent claims analysis
未定权益分析
1.
Aiming at the characteristics of electricity generation capacity optimal investment under market environment,this paper presents a flexible management method based on contingent claims analysis,which is different from traditional net present value method.
针对市场环境中发电容量投资的风险管理需要,提出与现有净现值评估法不同的未定权益分析(CCA)方法,建立了关于期权价值函数的随机微分方程,求得与投资风险相对应的上网电价临界值,并通过算例进行了应用分析。
2.
As generalizing the theory of option pricing, contingent claims analysis can handel debt valuation, and sometime give closed form expressions.
未定权益分析作为期权定价理论的推广 ,广泛运用于债务估值 ,并能给出解析表达式。
2) contingent claim
未定权益
1.
General pricing formula of European contingent claim and its application;
欧式未定权益的一般定价公式及其应用
2.
Indifference pricing of contingent claim with nontraded asset;
非交易资产未定权益的无差别定价
3.
Hedging strategy of a contingent claim in incomplete market;
不完全市场上一种未定权益的套期保值策略
3) contingent claims
未定权益
1.
No-arbitrage fair pricing of contingent claims under transaction costs;
有交易费的未定权益无套利公平定价
2.
Hedging price of no-arbitrage contingent claims under transaction costs;
有交易费的未定权益无套利套期保值定价
3.
The upper-hedging price of an ECC is obtained by introducing a family of auxiliary frictionless financial markets Existence of an optimal portfolio for hedging contingent claims is shown.
研究了在借款利率大于存款利率的条件下,投资者拥有或借入风险资产需交纳比例费用的摩擦金融市场中的欧式未定权益套期保值问题。
4) undivided right
未划分权益
5) European contingent claim
欧式未定权益
1.
Study on pricing of European contingent claims when the interest rate obeys the Vasicek model;
Vasicek利率模型下欧式未定权益定价方法
2.
An pricing formulas and hedging stratagem for European contingent claims with no risk-neutral valuation;
非风险中性定价意义下欧式未定权益定价及其套期保值策略
3.
Finally,assuming that the stock pricing process is geometric brownian motion,the pricing formula of a kind of European contingent claim under a fractionless complete continuous trading market is given.
提出了期权的定义,给出了鞅及鞅测度的定义和套利定价原理,然后在一个一般的无摩擦连续交易的完备证券市场模型下,假定股票价格服从几何布朗运动,利用套利定价原理,推导了一种欧式未定权益的定价公式。
6) contingent claim valuation
未定权益估价
补充资料:炼之未定
成语.
用心琢磨,反复锤炼,决定不下来。这里指从“推”“敲”中选定一个
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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