1.
Stochastic Innovation Power Options Pricing Based on the Measure Transformation Methods
基于测度变换方法的随机型创新幂式期权定价
2.
The Statistical Properties of Implied Standard Deviation Inferred from European Options with Powers;
欧式幂期权定价中隐含标准差的统计特征
3.
PRICING OF EUROPEAN POWER OPTIONS IN MULTIDIMENSIONAL FRACTIONAL BROWN MOTIONS ENVIRONMENT;
分数布朗运动环境下欧式幂期权的定价
4.
Pricing formulas of European options with power payoff in fractional Brownian motion environment
分数布朗运动环境下幂型支付的期权定价公式
5.
OBSERVED INFORMATION BASED OPTION PRICING MODEL IN FRACTIONAL B-S MARKET;
基于观察信息的分数B-S市场的欧式幂期权定价模型
6.
The Statistical Properties of Parameters and Implied Volatility from European Power Function Call Option;
欧式幂期权定价模型中参数及隐含波动率的统计特性
7.
Martingale Method of the Power Payoffs European Options Pricing with Different Borrow-Lending Intrest Rate
具有不同借贷利率的幂型欧式期权定价的鞅方法
8.
PRCING OF EURPEAN POWER OPTIONS UNDER FRACTIONAL O-U PROCESS AND STOCHASTIC RATE
随机利率下服从分数O-U过程的欧式幂期权定价
9.
Pricing Formulas for Power-function Options with No Risk-Neutral Valuation;
非风险中性定价意义下幂函数族期权定价模型
10.
Power Function to Reset the Exchange Rate-based Pricing of Options
幂函数重设型汇率连动股票期权的定价
11.
THE PRICING OF THE INNOVATIVE RESET OPTIONS WITH POWER PAYOFF WHEN BONE PRICE FOLLOWS A STOCHASTIC DIFFERENTIAL EQUATION DRIVEN BY BROWN MOVEMENT
债券受布朗运动驱动时幂型支付重置期权的定价
12.
Pricing European Power-function Option Under Exponential Ornstein-Uhlenbeck Process and Vasicěk Interest Rate with Martingale Method
Vasicěk随机利率模型下指数O-U过程的幂型期权鞅定价
13.
y+n is an exponential expression.
y+n是幂的表达方式。
14.
Generating Funtion and a New Calculating Formula of the Sum Power of Natural Numbers
幂和序列的生成函数与幂和新的计算公式
15.
Weighted Adaptive Histogram Equalization Based on Exponential Function
基于幂函数的加权自适应直方图均衡
16.
Trinomial Option Pricing Model of Barrier Option in Finite Periods;
有限时期障碍期权的三项式期权定价模型
17.
a mathematical expression consisting of the constant e raised to some power.
把常数升高到特定的幂的数学表达式。
18.
an equation in which the highest power of an unknown quantity is a square.
未知量的最高幂是平方的等式。