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1)  Gauss martingale measure
Gauss鞅测度
2)  Gauss measure
Gauss测度
1.
A necessary and sufficient condition under which T accepts an invariant Gauss measure is discussed.
证明了存在关于T不变的Gauss测度的充分和必要条
2.
In this note the property of spectrum of measure preserving linear operator T on complex separable Lebesgue space L p(S,∑,μ) is investigated and it is proved that if 1≤ p≤2 and m is invariant nondegenerate Gauss measure for T , then L p(S,∑,μ) is equivalent to the subspace spanned by rotation eigenvectors for T .
研究了复的可分Lebesgue空间Lp(S ,∑ ,μ)上保测线性算子的谱性质 ,证明了在 1≤p≤ 2条件下 ,若m是关于T不变的非退化的Gauss测度 ,那么T的旋转特征向量全体张成全空间Lp(S ,∑ ,μ) 。
3.
This thesis focuses on the Bargmann transformation on the general symmetry Gauss measure.
本文考虑一般对称Gauss测度下的Bargmann变换。
3)  Gaussian Measure
Gauss测度
1.
Average linear widths of C~r([0,1]) equipped with the Gaussian measure satisfies S-Y conditions
C~r([0,1])赋以满足S-Y条件Gauss测度的平均线性宽度
2.
The average widths in Lq-norm(1
确定了赋以满足Sacks-Ylvisaker正则条件的Gauss测度的高维连续函数空间Cr([0,1]d)在Lebesgue可积空间Lq([0,1]d)(1
4)  martingale measure
鞅测度
1.
In this paper, based on the signaling approach by Cathcart and El-Jahel, we developed a continuous and reduced-form model for the pricing of the defaultable bond, which has a signaling variable in the market and also a stochastic recovery rate f(δt), then, a approximate formula was given by martingale measure approach.
在Cathcart and El-Jahel(1998)的Signaling方法的基础上,本文发展了一个具有市场信号变量δt以及随机回收率f(δt)的可违约债券定价的连续时间简化型模型,并用鞅测度的方法给出了近似求解公式。
2.
This paper discussed the construction of martingale measures in multinomial market model under the hypothesis of no arbitrage opportunity.
在无套利假设下,讨论了多叉树模型中鞅测度的构造问题。
5)  complex measure
复测度鞅
6)  bimeasures
测度值鞅
补充资料:鞅鞅不乐
1.因不满意而很不快乐。鞅,通"怏"。
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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