论文标题
关于对称符号能力的注释
A note on symmetrical symplectic capacities
论文作者
论文摘要
对于标准欧几里得符号空间中的凸形域，在线性反隔离率中不变$τ$，我们表明其ekeland-hofer-zehnder容量等于其的$τ$ - 符合它的符号符号能力。
For a convex domain in the standard Euclidean symplectic space which is invariant under a linear anti-symplectic involution $τ$ we show that its Ekeland-Hofer-Zehnder capacity is equal to the $τ$-symmetrical symplectic capacity of it.
