Superprocess

An $(\alpha,d,\beta)$ -superprocess, $X(t,dx)$ , is a stochastic process on $\mathbb{R} \times \mathbb{R}^d$ that is usually constructed as a special limit of branching diffusion where the branching mechanism is given by its factorial moment generating function:

and the spatial motion of individual particles is given by the $\alpha$ -symmetric stable process with infinitesimal generator $\Delta_{\alpha}$ .

单词	Superprocesses
释义	Superprocesses 英语百科 Superprocess An $(\alpha,d,\beta)$ -superprocess, $X(t,dx)$ , is a stochastic process on $\mathbb{R} \times \mathbb{R}^d$ that is usually constructed as a special limit of branching diffusion where the branching mechanism is given by its factorial moment generating function: and the spatial motion of individual particles is given by the $\alpha$ -symmetric stable process with infinitesimal generator $\Delta_{\alpha}$ .
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Superprocesses

Superprocess