Seunghyun Kang

collaborators

2 papers

math.FA2018

Capacities, removable sets and $L^{p}$ -uniqueness on Wiener spaces

Michael Hinz, Seunghyun Kang

We prove the equivalence of two different types of capacities in abstract Wiener spaces. This yields a criterion for the $L^{p}$ -uniqueness of the Ornstein-Uhlenbeck operator and its…

math.PR2017

Probabilistic characterizations of essential self-adjointness and removability of singularities

Michael Hinz, Seunghyun Kang, Jun Masamune

We consider the Laplacian and its fractional powers of order less than one on the complement $R^{d} ∖ Σ$ of a given compact set $Σ \subset R^{d}$ of zero Lebesgu…

Capacities, removable sets and Lp-uniqueness on Wiener spaces

Probabilistic characterizations of essential self-adjointness and removability of singularities

Capacities, removable sets and $L^{p}$ -uniqueness on Wiener spaces