Complex analytic construction of the Kuranishi family on a normal strongly pseudoconvex manifold with real dimension 5 (Q1122687)

This paper is part of the author's extensive work on versal deformations of strongly pseudoconvex domains via the theory of CR-structures on the boundary. Here he treats the case of real dimension 5. In an earlier paper the versal family was established in dimensions \(\geq 7\). The key point is to prove a certain a priori estimate in suitable norms and then apply former results of the author and K. Miyajima.