论文标题
SP（6）超几何组的评论
Commentary on Sp(6) hypergeometric groups
论文作者
论文摘要
我们研究了[2，表A＆C]中提到的示例，并建立了六学位的四个符号超测量组的算术性。在[2]之后，我们知道有458个不相等的六学位符号超测量组，并将本文的结果与[1,2,11]的工作相结合，我们现在知道至少有384个是算术算术，而至少63个很薄，而在剩余的11个示例的算术和薄度仍然是未知的。
We study the examples mentioned in [2,Tables A & C] and establish the arithmeticity of four examples of symplectic hypergeometric groups of degree six. Following [2] we know that there are 458 inequivalent symplectic hypergeometric groups of degree six, and combining the results of this article with the work of [1,2,11], we now know that at least 384 are arithmetic and at least 63 are thin whereas the arithmeticity and thinness of remaining 11 examples are still unknown.
