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math.PR2022
Probability computation for high-dimensional semilinear SDEs driven by isotropic stable processes via mild Kolmogorov equations
Alessandro Bondi
Semilinear, dimensional stochastic differential equations (SDEs) driven by additive Lévy noise are investigated. Specifically, given , the inter…
math.PR2022
Affine Volterra processes with jumps
Alessandro Bondi, Giulia Livieri, Sergio Pulido
The theory of affine processes has been recently extended to the framework of stochastic Volterra equations with continuous trajectories. These so-called affine Volterra processes…
math.PR2021
Smoothing effect and Derivative formulas for Ornstein-Uhlenbeck processes driven by subordinated cylindrical Brownian noises
Alessandro Bondi
We investigate the concept of cylindrical Wiener process subordinated to a strictly -stable Lévy process, with , in an infinite dimensional, separable Hilb…