We study the hard Lefschetz property on compact symplectic solvmanifolds,i.e.,compact quotients M=ΓG of a simply-connected solvable Lie group G by a latticeΓ,admitting a symplectic structure.
基金Supported by PRC grant NSFC(Grant No.11701226)(Tan)Natural Science Foundation of Jiangsu Province(Grant No.BK20170519)(Tan)+1 种基金Project PRIN“Variet reali e complesse:geometria,topologia e analisi armonica”GNSAGA of INdAM(Tomassini)。
文摘We study the hard Lefschetz property on compact symplectic solvmanifolds,i.e.,compact quotients M=ΓG of a simply-connected solvable Lie group G by a latticeΓ,admitting a symplectic structure.
