论文标题
Gromov非平方的局部同型符号变形
Locally conformally symplectic deformation of Gromov non-squeezing
论文作者
论文摘要
我们证明了Gromov非方面现象的一种变形理论扩展到$ LCS $结构，或者在局部结实的结构结构，这适当地概括了符号和接触结构。我们还猜想了Eliashberg-Polterovich的$ LCS $几何形状中的类似物，并讨论了其他相关问题。
We prove one deformation theoretic extension of the Gromov non-squeezing phenomenon to $lcs$ structures, or locally conformally symplectic structures, which suitably generalize both symplectic and contact structures. We also conjecture an analogue in $lcs$ geometry of contact non-squeezing of Eliashberg-Polterovich and discuss other related questions.
