On the base of paper [1], we combine the theory of Fibre bundles with Generalized Hamil- tonian system, we put forward Poisson bundles.

In this paper, a theorem about the boundary behaviour of the Poisson kernel in the form of ineguality is proved in four classical domains.

Some Equivalent Definitions of the Compound Poisson Sheet

This paper gives the definition of compound Poisson sheet and studies the properties of compound Poisson sheet.

The compound Poisson sheet is a special two-parameter independent incre-mental process, and it is also one of the most typical discrete two-parameterMarkov processes.

In this paper, we investigate the convergence of numerical solutions and stability in distribution of neutral stochastic differential delay equations with Markovian switching and Poisson jump.

In this paper we investigate the convergence between numerical solutions and exact solutions of stochastic differential delay equation with Markovian switching and Poisson jump under Non-Lipschitz condition in the Lpsenses.

In general,most of neutral stochastic differential delay quations with Poisson jump do not have explicit solutions,thus numerical approximation schemes are invaluable tools for exploring their properties.

Characterizations of Poisson process;

Geometric distribution of Poisson processes

The air accidents are statistically modeled by assuming the accident events following Poisson process,and the i.