论文标题
椭圆签名中的超几何身份六
Hypergeometric identities in elliptic signature six
论文作者
论文摘要
在椭圆函数的Ramanujan理论中，Li-Chien Shen构建了自然椭圆形功能，在签名三和签名四。当在签名六中应用时，相同的结构会产生非胸腔函数，但仍会产生Ramanujan的相应超几何身份。
Within the Ramanujan theories of elliptic functions, Li-Chien Shen constructed natural elliptic functions in signature three and signature four. When applied in signature six, the same constructions produce non-elliptic functions that nevertheless engender the corresponding hypergeometric identities of Ramanujan.
