Quenched invariance principle for a class of non-symmetric non-local operator in ergodic environment

We study the quenched invariance principle for a class of non-symmetric jump process in random environments with jumping kernel having nite second moment and divergence free drift. In particular, we have characterized the limit process and constructed the corrector equation corresponding for the process. The talk is based on a joint on-going work with Kun Yin.

学术海报1.pdf