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  • Search: subject:"Branching particle system"
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Year of publication
Subject
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Branching particle system 4 Functional central limit theorem 2 occupation time fluctuation 2 stable process 2 Critical dimension 1 Distribution-valued Gaussian process 1 Fractional Brownian motion 1 Generalized Wiener process 1 Long-range dependence 1 Occupation time fluctuation 1 Occupation time uctuation 1 Sub-fractional Brownian motion 1 branching particle system 1 critical and large dimensions 1 diffusion process 1 dual process 1 fluctuation 1 fractional Brownian motion 1 functional limit theorem 1 immigration 1 interacting-branching particle system 1 limit theorem 1 long memory 1 long range dependence 1 long-range dependence 1 martingale problem 1 measure-valued catalyst 1 occupation time 1 rescaled limit 1 self-similar Gaussian process 1 sub-fractional Brownian motion 1 superprocess 1 superprocesses 1
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Type of publication
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Book / Working Paper 6
Language
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English 5 Undetermined 1
Author
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Gorostiza, Luis G. 5 Bojdecki, T. 4 Talarczyk, A. 4 Dawson, Donald A. 1 Li, Zenghu 1 Navarro, Reyla A. 1 Rodrigues, Eliane R. 1 Wang, Hao 1
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Institution
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Départment des sciences administratives, Université du Québec en Outaouais (UQO) 6
Published in...
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RePAd Working Paper Series 6
Source
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RePEc 6
Showing 1 - 6 of 6
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A Long Range Dependence Stable Process and an Infinite Variance Branching System
Bojdecki, T.; Gorostiza, Luis G.; Talarczyk, A. - Départment des sciences administratives, Université … - 2005
We prove a functional limit theorem for the rescaled occupation time fluctuations of a (d, , )- branching particle … system (particles moving in Rd according to a symmetric -stable L´evy process, branching law in the domain of attraction of a …
Persistent link: https://www.econbiz.de/10005575042
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Occupation Time Fluctuations of an Infinite Variance Branching System in Large Dimensions
Bojdecki, T.; Gorostiza, Luis G.; Talarczyk, A. - Départment des sciences administratives, Université … - 2005
We prove limit theorems for rescaled occupation time fluctuations of a (d, , )-branching particle system (particles …
Persistent link: https://www.econbiz.de/10005773155
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Functional Limit Theorems for Occupation Time Fluctuations of Branching Systems in the Cases of Large and Critical Dimensions
Bojdecki, T.; Gorostiza, Luis G.; Talarczyk, A. - Départment des sciences administratives, Université … - 2004
Persistent link: https://www.econbiz.de/10005575040
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Some Long-Range Dependence Processes Arising from Fluctuations of Particle Systems
Gorostiza, Luis G.; Navarro, Reyla A.; Rodrigues, Eliane R. - Départment des sciences administratives, Université … - 2004
Several long-range dependence, self-similar Gaussian processes arise from asymptotics of some classes of spatially distributed particle systems and superprocesses. The simplest examples are fractional Brownian motion and sub-fractional fractional Brownian motion, the latter being intermediate...
Persistent link: https://www.econbiz.de/10005773138
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Functional Limit Theorems for Occupation Time Fluctuations of Branching Systems in the Case of Long-Range Dependence
Bojdecki, T.; Gorostiza, Luis G.; Talarczyk, A. - Départment des sciences administratives, Université … - 2004
Persistent link: https://www.econbiz.de/10005773157
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Superprocesses with Dependent Spatial Motion and General Branching Densities
Dawson, Donald A.; Li, Zenghu; Wang, Hao - Départment des sciences administratives, Université … - 2001
We constructs a class of seperprocesses by taking the high density limit of a sequence of interacting-branching particle systems. The spatial motion of the superprocess is determined by a system of interacting diffusions, the branching density is given by an arbitary bounded non-negative Borel...
Persistent link: https://www.econbiz.de/10010837022
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