首页 期刊 数学学报 Factorizations that Involve Ramanujan's Function k(q) = r(q)r2(q2) 【正文】

Factorizations that Involve Ramanujan's Function k(q) = r(q)r2(q2)

作者:Shaun; COOPER; Michael; D.; HIRSCHHORN Institute; of; Information; and; Mathematical; Sciences; Massey; University-Albany; Private; Bag; 102904; North; Shore; Mail; Centre; Auckland; New; Zealand; School; of; Mathematics; and; Statistics; UNSW; Sydney; NSW; 2(}52; Australia
ramanujan   因子分解   函数   笔记本   类似物  

摘要:在失去的笔记本, Ramanujan 为 $\frac 记录了无限的产品扩大{ 1 }{{ \sqrt r }}- \left ({ \frac {{ 1 - \sqrt 5 }}{ 2 }} \right ) \sqrt r 和 \frac { 1 }{{ \sqrt r }}- \left ({ \frac {{ 1 + \sqrt 5 }}{ 2 }} \right ) \sqrt r , $\frac { 1 }{{ \sqrt r }}- \left ({ \frac {{ 1 - \sqrt 5 }}{ 2 }} \right ) \sqrt r 和 \frac { 1 }{{ \sqrt r }}- \left ({ \frac {{ 1 + \sqrt 5 }}{ 2 }} \right ) \sqrt r ,

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