A measure-valued process describes the evolution of a population that evolves according to
the law of chance. In this chapter we provide some basic characterizations and constructions …

In this paper we study a stochastic partial differential equation (SPDE) with Hölder
continuous coefficient driven by an α-stable colored noise. The pathwise uniqueness is …

In this paper we study the pathwise uniqueness of nonnegative solution to the following
stochastic partial differential equation with Hölder continuous noise coefficient …

We study age-structured branching models with reproduction law depending on the
remaining lifetime of the parent. The lifespan of an individual is decided at its birth and its …

In this work we study the long-time behavior for subcritical measure-valued branching
processes with immigration on the space of tempered measures. Under some reasonable …

In this paper a martingale problem for super-Brownian motion with interactive branching is
derived. The uniqueness of the solution to the martingale problem is obtained by using the …

Conditional Least Squares Estimation for Fractional Super Levy Processes in Nonlinear
SPDEs Jaya PN Bishwal 1. Introduction a Page 1 ©2024 Ada Academica https://adac.ee Eur …

We construct a class of superprocesses with interactive branching, immigration
mechanisms, and spatial motion. It arises as the limit of a sequence of interacting branching …

In this paper we further study the stochastic partial differential equation first proposed by
Xiong [22]. Under localized conditions on its coefficients, we prove a comparison theorem on …

In this paper a martingale problem for super-Brownian motion with interactive branching is
derived. The uniqueness of the solution to the martingale problem is obtained by using the …