The fixed points of exact symplectomorphisms  

作　　者：卢广存 

机构地区：[1]Nankai Institute of Mathematics, Nankai University, Tianjin 300071, China

出　　处：《Chinese Science Bulletin》1995年第3期190-191,共2页

摘　　要：Theorem Let （M_j,ω_j） be the 4-dimensional connect closed symplectic manifolds with c₁（M_j） =0, j= 1,…, k, and （P, ω） the closed symplectic manifold with ω|π₂（p）=0. Then every exact symplectomorphism on （M₁×…× M_k×p, ω₁×…ω_k×ω） has at least a fixed point.<正> Theorem Let （Mj,ωj） be the 4-dimensional connect closed symplectic manifolds with c1（Mj） =0, j= 1,…, k, and （P, ω） the closed symplectic manifold with ω|π2（p）=0. Then every exact symplectomorphism on （M1×…× Mk×p, ω1×…ωk×ω） has at least a fixed point.

关 键 词：EXACT symplectomorphisn ARNOLD conjecture. 

分 类 号：O211[理学—概率论与数理统计]