geometric average信息详情
[数]几何平均数；比例中项
geometric───adj.几何学的；[数]几何学图形的
average───v.算出……的平均数；将……平均分配；使……平衡；平均为，平均达到；呈中间色；（行情下跌时）买进更多的证券（或商品）以降低平均进价；adj.平均（数）的；普通的；典型的；平庸的；中等的，适中的；n.平均；平均数；（海损的）平均分担；平均水平；（按保单规定应付赔偿额的）降减
average of───平均
geometric shape───船体几何线型
geometric mean───[数]几何平均数，等比中项；n.几何平均数，等比中项
geometric distribution───[统计][数]几何分布
geometric progression───[数]几何级数；[数]等比级数；n.等比级数
geometric sequence───等比序列；等比级数；等比数列；几何序列
geometric shapes───船体几何线型
This is called the geometric average and it's used only for positive numbers.───这种平均叫几何平均,只能用于正的数值
should do instead is to take the geometric average of gross returns.───应该采取的是采用总回报的几何平均值。
kind of average is called the geometric average.───这种均值叫做几何平均。
Then, we extended geometric average Asian option pricing in the cases of underlying assets with a known bonus interest rate or known bonus.───然后，又分别在基础股票具有已知红利率和支付已知红利两种情况下对几何平均亚式期权定价公式进行了简单的推广。
The other kind of average is called the geometric average.───另一种平均值叫做几何平均值。
What he says you should do instead is to take the geometric average of gross returns.───应该采取的是采用总回报的几何平均值。
Permeability up-scaling can be done by the thickness weighted-average method or the geometric average method.───粗化渗透率可按厚度加权算术平均或按厚度加权几何平均。
Then we take discrete circumstances finalized floating prices for example, give the geometric average Asian option pricing formula.───然后我们以离散情形下具有浮动敲定价格为例，给出几何平均亚式期权定价公式。
Take arithmetic average pricing model and geometric average pricing model for example, described the Asian option pricing model.───以算术平均定价模型和几何平均定价模型为例，介绍了亚式期权定价模型方法。
There are two means to measure the average prices of the assets in an Asian option theoretically:with the arithmetic average and with the geometric average.
Because of the arithmetic average and geometric average of the stock price in the Asian options pricing model, there are much more difficult in the pricing process.
The objective Sharpe ratio function of land development arithmetic average value portfolio is deduced based on the geometric average B-S model of the basket options in the paper.
Two lemmas of trigonometric inequality can be deduced by the application of the principle that arithmetic average is greater than or equal to geometric average.