论文标题
在符号和荒地极性空间的大部分卵形上
On large partial ovoids of symplectic and Hermitian polar spaces
论文作者
论文摘要
在本文中，我们提供了构造性的下限，以符合性极性空间$ {\ cal w}（3，q）$，$ q $ q $ q \ q \ odd \ equiv 0 \ equiv 0 \ equiv 0 \ equiv 0 \ pmod {3} $，$ {3} $，$ {\ cal w}（5，q）$ and s $ spel cal cal（cal） $ q $偶数或$ q $奇数方，$ q \ not \ equiv 0 \ pmod {3} $，$ {\ cal h}（6，q^2）$，$ {\ cal H}（8，q^2）$。
In this paper we provide constructive lower bounds on the sizes of the largest partial ovoids of the symplectic polar spaces ${\cal W}(3, q)$, $q$ odd square, $q \not\equiv 0 \pmod{3}$, ${\cal W}(5, q)$ and of the Hermitian polar spaces ${\cal H}(4, q^2)$, $q$ even or $q$ odd square, $q \not\equiv 0 \pmod{3}$, ${\cal H}(6, q^2)$, ${\cal H}(8, q^2)$.
