基于WZ理论框架的一个与(广义)Lambert级数相关的恒等式及其推广

来源 :第八届全国计算机数学会议(CM2016) | 被引量 : 0次 | 上传用户：penguin669

【摘要】

：

　　本文基于 WZ 理论框架给出了一个与(广义)Lambert 级数相关的恒等式，由此可获得一些关于(广义)Lambert 级数的已知公式，相较这些公式的已知推导，本文推导方法要简洁、初等，

【作者】

：

陈奕俊

【机构】

：

华南师范大学数学科学学院

【出处】

：

第八届全国计算机数学会议(CM2016)

【发表日期】

：

2016年11期

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　　本文基于 WZ 理论框架给出了一个与(广义)Lambert 级数相关的恒等式，由此可获得一些关于(广义)Lambert 级数的已知公式，相较这些公式的已知推导，本文推导方法要简洁、初等，同时由此恒等式我们可获得很多关于(广义)Lambert 级数的新公式，最后我们还在WZ理论框架下给出了此恒等式的不同推广，当然由这些推广的恒等式，我们可获得前述公式的不同推广。

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基于WZ理论框架的一个与(广义)Lambert级数相关的恒等式及其推广

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