On the use of the Laplace Functional for Two-Level Branching Systems

Hochberg K, Greven A (2009)

Publication Type: Journal article

Publication year: 2009

Journal

International Journal of Pure and Applied Mathematics Academic Publication Council

Publisher: Academic Publication Council

Book Volume: 55

Pages Range: 165-172

Journal Issue: 2

Abstract

The two-level superprocess arises as the high-density diffusion limit of a two-level branching Brownian motion, in which particles are grouped into superparticles in which they collectively replicate or vanish according to some branching mechanism, in addition to the motion and branching of the individual particles themselves. Here, the use of the Laplace functional in the analysis of such two-level super processes is described. © 2009 Academic Publications.

Authors with CRIS profile

Andreas Greven Lehrstuhl für Mathematische Stochastik

Involved external institutions

Bar-Ilan University IL Israel (IL)

How to cite

APA:

Hochberg, K., & Greven, A. (2009). On the use of the Laplace Functional for Two-Level Branching Systems. International Journal of Pure and Applied Mathematics, 55(2), 165-172.

MLA:

Hochberg, Kenneth, and Andreas Greven. "On the use of the Laplace Functional for Two-Level Branching Systems." International Journal of Pure and Applied Mathematics 55.2 (2009): 165-172.

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