Title:
Correlators and descendants of subcritical Stein manifolds
Abstract: In this talk we compute the one point genus zero correlators and
descendants of compactly supported forms of a subcritical Stein
filling whose first Chern class vanishes. The contact homology
algebra of the boundary of the Stein filling is determined as a
result. We will also discuss some applications of this calculation
to the existence of subcritical polarizations of Kahler manifolds.