1) continuous compound interest

连续复利
1.
Based on the returns of portfolio investment caculated by continuous compound interest,we study the decision making model for portfolio investment under E V risk and come up with a method for caculating optimal investment proportional coefficient.
针对证券投资收益按连续复利计算的情形 ,研究 E- V风险下的证券组合投资模型 ,并给出了计算最优投资比例系数的方法 。
2.
We develop the conception of simple interest,compound interest and continuous compound interest,and prove that the continuous compound interest is maximum and the simple interest is minimum,real rate of interest is more than nominal interest rate,further,the range and quality of the continuous compound interest are developed.
阐述单利、复利和连续复利的含义。
2) continuously compounded interest

连续复利
1.
The research on continuously compounded interest and time value of money;

连续复利资金时间价值研究
2.
According to deduction of the geometric sequence of continuously compounded interest\'s formula,compared with the difference of interrupted compound interest and continuously compounded interest,continual cash flow to the time value of money influence in the sequence of geometric conditions is explored.
通过等比序列现金流量连续复利计算公式的推导,比较间断复利和连续复利的差异。
3) continuous dividend

连续红利
1.
This paper gives the general pricing formulas of European option and American option with continuous dividend.
本文从投资策略的角度出发,针对支付连续红利欧式和美式期权,通过构造等价鞅测度,进而构造出最小保值策略即复制策略,由此得到相应的期权的一般定价公式,并在此基础上运用概率求期望和方程代换这两种方法推导出带红利标准欧式看涨期权的定价B-S公式。
2.
Under the framework of equivalent martingale measures,we discuss the pricing formulas of power payoffs European options with continuous dividend at the time of maturity of the options.
在等价鞅测度框架下,讨论了在期权到期时刻具有连续红利支付的幂型股票欧式期权的定价公式。
3.
This paper studies the price of a perpetual American call with fractional Ornstein-Uhlenbeck process and continuous dividend.
研究标的资产价格服从分数Ornstein-Uhlenbeck过程且具有连续红利支付的永久美式期权的定价问题。
5) successive reciprocating

连续往复
6) continuous copying,multiple copying

连续复印<复>
补充资料:复利
复利 compound interest 单利的对称,计算利息的一种方法。由于借款人到期不能还本付息,而放款人要求将应得的利息并入本金再计算利息而产生。它既计算本金的利息,也计算利息的利息。即利息也转化为本金同原来本金一起作为计算下期利息的根据,俗称利上加利。复利计算的公式为A=P(1+r)n:式中A代表本金与利息之和,P代表本金,r代表利率,n代表期数。例如:借款1000元,期限2年,年利率为6%,每年复利一次 ,2年到期时 ,连本带息应还1123.60元(第一年本金为1000元 ,利息60元 ,第二年本金应 为1060元 ,利息则为63.60元,2年到期本息共1000+60+60.60=1123.60元)。 |
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