Infinite order corks that admit Stein structures
In this paper, we construct an infinite family of infinite order corks admitting Stein structures. This answers a question raised by Akbulut and Gompf.
math.GT↗
arXiv subjects
Publications and source records attributed to Yikai Teng.
In this paper, we construct an infinite family of infinite order corks admitting Stein structures. This answers a question raised by Akbulut and Gompf.
In this paper, we define the end Khovanov homology, which is an invariant of properly embedded surfaces in 4-space up to ambient diffeomorphism. Moreover, we apply this invariant to detect the first known examples of exotic Lagrangian and symplectic planes in 4-space.