|
Abstract |
In complex analysis, there has been a considerable development since H?rmander solved in 1965 Bergman's conjecture on the boundary behavior of a reproducing kernel, the Bergman kernel, of strongly pseudoconvex domains. As a result, the method of L2 estimates turned out to be effective and flexible in many applications. In these ten years, many remarkable results have been obtained which are related to the extension of L2 holomorphic functions. Some of these results will be reviewed. |
