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25篇 您的检索式：期刊名="Stoch process Appl"

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	题名	作者	年代	出处	被引量
1	Lp solutions of backward stochastic differential equations 显示文摘	BRIAND P H DELYON B HU Y	2003	Stoch Process Appl2003，108，：	1
2	Independent sampling of a stochastic process显示文摘	Glynn P Sigman K	1998	Stoch Processes Appl1998，74，2：	1
3	A Universal Result in Almost Sure Central Limit Theory显示文摘	Csáki E	2001	Stoch Process Appl2001，94，1：	1
4	Stability of stochastic differential equations with Markovian switching显示文摘	Mao X	1999	Stoch Processes Appl1999，79，：	1
5	Ergodicity and exponential β-mixing bounds for multidimensional diffusions with jumps 显示文摘	Masuda H	2007	Stoch Process Appl2007，117，：	1
6	Distributions for the Risk Process with a Stochastic Return on Investments 显示文摘	Wang G J Wu R	2001	Stoch Process Appl2001，95，：	1
7	Stabitliy for multimensional jump-diffusion processes 显示文摘	Wee I S	1999	Stoch Process Appl1999，80，：	1
8	Martingales and stochastic integrals in the theory of continuous trading显示文摘	Harrison J M Plislka S R	1981	Stoch process Appl1981，11，：	1
9	Asymptotic behavior of Wiener-Hopf factors of a random walk显示文摘	VERAVERBEKE N	1977	Stoch Process Appl1977，，5：	1
10	On solutions of backward stochastic differential equations with jumps and applications显示文摘		1997	Stoch Process Appl1997，66，：	1
11	Branching random walks 显示文摘	Asmussen S Kaplan N	1976	Stoch Process Appl1976，4，：	1
12	Backward stochastic differential equations with reflection and weak assumptions on the coefficients显示文摘	Xu Mingyu	2008	Stoch Process Appl2008，118，6：	1
13	The central limit theorem for the supercritical branching random walk and related results 显示文摘	Biggins J D	1990	Stoch Process Appl1990，34，：	1
14	Branching random walks Ⅱ显示文摘	Kaplan N Asmussen S	1976	Stoch Process Appl1976，4，：	1
15	One-dimensional BSDEs with finite and infinite time horizons显示文摘	Fan Shengjun Jiang Long Tian Dejian	2011	Stoch Process Appl2011，121，3：	1
16	Large deviations for the two-dimensional Navier-Stokes equations with multipicative noise显示文摘	Sritharan S Sundar P	2006	Stoch Process Appl2006，116，：	1
17	Subexponentiality of the product of independent random variables显示文摘	Cline D B H Samorodnitsky	1994	Stoch Process Appl1994，49，：	1
18	Sub-exponential of the product of independent random variables显示文摘	Samorodnitsky G	1994	Stoch Process Appl1994，49，：	1
19	On convolution tails显示文摘	Embrechts P Goldie C M	1982	Stoch Process Appl1982，13，1：	1
20	Exponential Ergodicity and Regularity for Equations with Levy Noise 显示文摘	Priola E Shirikyan A XU Lihu	2012	Stoch Process Appl2012，122，1：	1

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