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Stochastic Calculus by Laird Breyer

文件格式:Pdf 可复制性:可复制 TAG标签: stochastic Calculus Laird Breyer 点击次数: 更新时间:2009-09-30 15:11
介绍

Contents
I  Stochastic integration
★ Introduction
-*- Brownian motion
-*- Lebesgue-Stieltjes integrals
-*- Na/ve stochastic integration is impossible
-*- Predictable a-algebras and processes  . .
-*- Processes generate elementary integrals .
-*- Vector measures .
-*- Vector integration
-*- The dominated convergence theorem
-*- The stochastic integral . . .
-*- Cadlag processes  . .
-*- The module associativity property
-*- Stability under stopping
-*- Localization .

-*- Localizing the stochastic integral
-*- Finite variation processes are integrators
-*- Martingales  .
-*- SUDer/submartineales
-*- A partial Doob-Meyer decomposition  . . . .
-*- Square integrable martingales are integrators
*BMofⅡp is an integrator . .
-*- Semimartingales .  .  .
-*- Stability under semimartingale decomposition
-*- Riemann approximations . .
-*- The quadratic covariation process . . . . . .
-*- Some DrODerties of the bracket .  .  .
-*- Discontinuities
-*- -*- It07s formula
II  Applications and nice results

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