摘要
We prove an estimate for Donaldson's Q-operator on a prequantized compact symplectic manifold.This estimate is an ingredient in the recent result of Keller and Lejmi(2017) about a symplectic generalization of Donaldson's lower bound for the L^2-norm of the Hermitian scalar curvature.
We prove an estimate for Donaldson＇s Q-operator on a prequantized compact symplectic manifold. This estimate is an ingredient in the recent result of Keller and Lejmi （2017） about a symplectic generalization of Donaldson＇s lower bound for the L^2-norm of the Hermitian scalar curvature.
基金
supported by National Natural Science Foundation of China(Grant Nos.11401232 and 11528103)
Agence nationale de la recherche(Grant No.ANR-14-CE25-0012-01)
funded through the Institutional Strategy of the University of Cologne within the German Excellence Initiative and Deutsche Forschungsgemeinschaft Funded Project Sonderforschungsbereich Transregio 191
