论文标题

$ g \ times a $的猜想,$ g = s_3,s_4,s_5 $

Malle's Conjecture for $G \times A$, with $G = S_3, S_4, S_5$

论文作者

Masri, Riad, Thorne, Frank, Tsai, Wei-Lun, Wang, Jiuya

论文摘要

我们证明了$ g \ times a $的猜想,其中$ g = s_3,s_4,s_5 $和$ a $ a abelian组。这是基于第四作者的工作,他们证明了这一结果,并限制了划分$ a $的素数。

We prove Malle's conjecture for $G \times A$, with $G=S_3, S_4, S_5$ and $A$ an abelian group. This builds upon work of the fourth author, who proved this result with restrictions on the primes dividing $A$.

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