论文标题
平行性和（Aggine）SL（2，q） - 单位的翻译
Parallelisms and Translations of (Affine) SL(2,q)-Unitals
论文作者
论文摘要
可以通过并行性作为仿射单位的封闭来获得单位。闭合的同构类型取决于所选的并行性，这不必是唯一的。对于Aggine $ \ operatorname {SL}（2，Q）$ - 单元，我们引入了一类并行式的奇数顺序，一个用于平方顺序。 翻译是单位物质的自动形态，通过给定的中心固定每个块。对于Aggine $ \ operatotorname {SL}（2，Q）$ - 单位的每个已知的并行性，我们计算了所有可能的翻译，并在Infinity的块上具有中心。
Unitals can be obtained as closures of affine unitals via parallelisms. The isomorphism type of the closure depends on the chosen parallelism, which need not be unique. For affine $\operatorname{SL}(2,q)$-unitals, we introduce a class of parallelisms for odd order and one for square order. Translations are automorphisms of unitals, fixing each block through a given center. For each of the known parallelisms of affine $\operatorname{SL}(2,q)$-unitals, we compute all possible translations with centers on the block at infinity.
