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1)  (*)martingale
(*)鞅
2)  Martingale [英]['mɑ:tiŋgeil]  [美]['mɑrtṇ,gel]
1.
The method of martingale in Asian option pricing;
(*)鞅
2.
Φ-atomic Decompositions and Concave Φ-inequalities for Martingales;
(*)鞅
3.
The Chinese Stock Market Weak-form Efficiency Analysis——Martingale Method;
(*)鞅
3)  martingales
1.
Relations of Stationary Processes, Martingales and Mardov Processes;
(*)鞅
2.
Fundamental Inequalities of Martingales on Weak L_p Spaces
(*)鞅
3.
Using martingales and random walks,the author got an approximate formula about probability of that the insurer′s surplus reaches an upper barrier before the ruin and its precise estimation.
(*)鞅
4)  matingale
1.
This paper consider the renewal model under constant interest force,and obtain the exponential upper bounds of ruin probability by matingale method.
(*)鞅
5)  martingle
1.
Applying the martingle theory,the Lundberg inequality and the formula for the ruin probability were concluded.
(*)鞅
2.
In the paper,we analyse martingle characteristics of conditional diffusion process and gain some results.
(*)鞅
3.
In this paper, some strong limit theorems on the functional of nonhomgenous Markov chains in random environment is discussed by means of martingle method.
(*)鞅
6)  Martingal
1.
convergence martingal by means of moment function and analytical method.
(*)鞅
2.
We get the optimal investment consumption process and terminal wealth by using the convex dual function (Legendre transform) of the utility function and the theory of martingal.
(*)鞅
3.
Piecewise deterministic Markov processes(PDMP) have important application in risk theory, especially the theory of martingal on the basis of PDMP has offered the method to stylize for studying risk theory.
(*)鞅
补充资料:

martingale
    一类特殊的随机过程。起源于对公平赌博过程的数学描述  。鞅为满足如下条件的随机过程:在已知过程在时刻s之前的变化规律的条件下  ,过程在将来某一时刻t的期望值等于过程在时刻s的值。例如 ,用Z(t)表示某一赌徒在公平赌博中t时刻所拥有的本金  ,那么Z={Z(t),t>0}为鞅,也就是说无论该赌徒在s时刻以后的赌博中如何利用他在s时刻之前所取得的经验 ,他所能期望在将来t时刻拥有的本金只能是Z(s),这正是“公平性”的体现。P.莱维早在1935年就发表了一些孕育着鞅论的工作。1939年,莱维首次采用了鞅这个名称。但对鞅系统地进行研究并使它成为随机过程的一个重要分支的,则应归功于J.L.杜布。鞅已成为研究随机过程的一个有力工具。
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