LAW OF LARGE NUMBERS FOR RANDOM WALK WITH UNBOUNDED JUMPS IN RANDOM ENVIRONMENT

来源 :The 11th Workshop on Markov Processes and Related Topics(第十一 | 被引量 : 0次 | 上传用户：lairr

【摘要】

：

　　In this talk,we introduce some recent progresses on random walk with unbounded jumps in random environment.The environment is stationary and ergodic,uniform

【作者】

：

Hua-Ming WANG

【机构】

：

Departmentofstatistics,AnhuiNormalUniversity,Wuhu,241003,P.R.China

【出处】

：

The 11th Workshop on Markov Processes and Related Topics(第十一

【发表日期】

：

2015年6期

【关键词】

：

Random walk random environment invariant measure unbounded jumps

下载到本地 , 更方便阅读

下载此文赞助VIP

声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架

论文部分内容阅读

　　In this talk,we introduce some recent progresses on random walk with unbounded jumps in random environment.The environment is stationary and ergodic,uniformly elliptic and decays polynomially with speed Dj-(3+ε0)for some smallε0 > 0 and proper D > 0.

其他文献

EXPLORATION OF BVP-EXPLICIT SOLUTIONS FOR TWO-DIMENSIONAL QUEUING SYSTEMS

　　Boundary-value problems(BVP)can go back to B.Riemann [1] and D.Hilbert [2] in 1857.Applications in queueing theory started in 1970's.The solution to a BVP i

会议

OPTIMAL INVENTORY CONTROL WITH PATH-DEPENDENT COST CRITERIA

　　This work deals with a stochastic control problem arising from inventory control,in which the cost structure depends on the current position as well as the

会议

THE LOGARITHMIC SOBOLEV INEQUALITY ON LOOP SPACE OVER THE HYPERBOLIC SPACE

　　In this talk,we prove a log-Sobolev inequality with explicit potential for the gradient on a based loop space over the hyperbolic space Hn(c).And the potent

会议

Logarithmic Sobolev inequalityLoop spaceHyperbolic space

SOME UNIQUENESS PROBLEMS FROM POPULATION MODELS

　　In this talk,we survey some results on uniqueness of solutions for various problems from population models.First,we will study the characterization of the c

会议

Superprocessinteractionimmigrationpathwise uniquenessYamada-Watanabe argumen

LIMIT THEOREMS FOR THE ESTIMATION OF L1 INTEGRALS USING THE BROWNIAN MOTION

　　In this talk,we will provide a point estimate for integrals on the real line,based on the standard Brownian motion.The consistency of the estimator and limi

会议

SSDES IN HILBERT SPACE WITH MULTIPLICATIVE NOISE AND LOG-HOLDER DRIFT

　　Consider the stochastic evolution equation in a separable Hilbert space H with a nice multiplicative noise and a locally log-Holder continuous drift b : [0,

会议

CHARACTERISING THE PATH-INDEPENDENCE OF GIRSANOV TRANSFORMATION FOR SDES WITH JUMPS

　　In this talk,I will present our recent progress on characterising the pathindependence of the Girsanov transformation for SDEs with jumps.Extension to stoch

会议

DEGENERATE SDE WITH H(O)LDER-DINI DRIFT AND NON-LIPSCHITZ NOISE COEFFICIENT

　　The existence-uniqueness and stability of strong solutions are proved for a class of degenerate stochastic differential equations,where the noise coeffcicie

会议

WHEN DO WIRELESS NETWORK SIGNALS APPEAR POISSON?

　　We show that the point process of signal strengths from transmitters in a wireless network observed from a fixed position can be well-approximated by an inh

会议

OSCILLATION REDUCTION FOR HARMONIC FUNCTIONS OF SUBORDINATE BROWNIAN MOTIONS

　　In this talk,I will present a recent result on oscillation reduction of quotients of positive harmonic functions of subordinate Brownian motions.I will also

会议

Subordinate Brownian motionharmonic functionPoisson kernelMartin kernel

LAW OF LARGE NUMBERS FOR RANDOM WALK WITH UNBOUNDED JUMPS IN RANDOM ENVIRONMENT

其他学术论文