In this paper,we prove the existence of solutions to the Fu-Yau equation on com-pact Kähler manifolds.As an application,we give a class of non-trivial solutions of the modified Strominger system.
In this paper,we consider the adiabatic limit of Fu–Yau equations on a product of two Calabi–Yau manifolds.We prove that the adiabatic limit of Fu–Yau equations are quasilinear equations.
文摘In this paper,we prove the existence of solutions to the Fu-Yau equation on com-pact Kähler manifolds.As an application,we give a class of non-trivial solutions of the modified Strominger system.
基金Supported by the project"Analysis and Geometry on Bundle"of Ministry of Science and Technology of the People’s Republic of China(Grant No.SQ2020YFA070080)NSF in China(Grant Nos.11625106,11571332and 11721101)。
文摘In this paper,we consider the adiabatic limit of Fu–Yau equations on a product of two Calabi–Yau manifolds.We prove that the adiabatic limit of Fu–Yau equations are quasilinear equations.
