Ramachandran Filtered Ends of Kahler Groups We give an unified approach to the results of Gromov-Schoen and Delzant-Gromov and generalizes them. As an application we show that none of Thompson's group are Kahler.
Ramachandran
Filtered Ends of Kahler Groups
We give an unified approach to the results of Gromov-Schoen and Delzant-Gromov and generalizes them. As an application we show that none of Thompson's group are Kahler.