论文标题
对Q-3-三分法身份的某些猜想的证明
Proofs for certain conjectures of Gosper on q-trigonometric identities
论文作者
论文摘要
应用椭圆函数理论，我们建立了两个雅各比theta函数身份。从这些身份中，我们确认了Gosper猜想的两个Q三分法身份。作为一个应用程序，我们给出了pi_ {q} - Gosper身份的新简单证明。
Applying the theory of elliptic functions we establish two Jacobi theta function identities. From these identities we confirm two q-trigonometric identities conjectured by Gosper. As an application, we give a new and simple proof of a Pi_{q}-identity of Gosper.
