论文标题
理性的超几何身份
Rational hypergeometric identities
论文作者
论文摘要
对于FADDEEV模块化量子差异（双曲线γ函数）和相应的双曲线积分，考虑了特殊的单数极限$ω_1/ω_2\至1 $。它带来了与特定Pochhammer符号产品的Mellin-Barnes类型积分相关的一类新的高几何身份。
A special singular limit $ω_1/ω_2\to 1$ is considered for the Faddeev modular quantum dilogarithm (hyperbolic gamma function) and the corresponding hyperbolic integrals. It brings a new class of hypergeometric identities associated with bilateral sums of Mellin-Barnes type integrals of particular Pochhammer symbol products.
