A Proof of some identities of Ramanujan using modular forms

A Proof of some identities of Ramanujan using modular forms
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使用模块化形式证明拉马努金的某些身份

DOI:
10.1017/s0017089500007850
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发表时间:
1989
影响因子:
0.5
通讯作者:
Anthony J. F. Biagioli
Anthony J. F. Biagioli
中科院分区:
数学4区
文献类型:
--
作者:
Anthony J. F. Biagioli

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1974年B。伯奇[1]发表了一份描述的一些手稿拉马努金其中载有,除其他事项外,一个列表的40个身份涉及罗杰斯拉马努金职能在当时9这些已被证明,并从那时起二十二个已被证明,其中15个由大卫Bressoud在他的论文[2]。Bressoud给出了一个现存的证据的概要,在那里他的属性证明H。B。C. Darling [3],L. J. Rogers [4],L. J. Mordell [5]和G. N.沃森[6]。
In 1974 B. J. Birch [1] published a description of some manuscripts of Ramanujan which contained, among other things, a list of forty identities involving the Rogers-Ramanujan functions At that time nine of these had been proven, and since then twenty-two more of them have been proven, fifteen of them by David Bressoud in his thesis [2]. Bressoud gives a synopsis of the extant proofs, where he attributes proofs to H. B. C. Darling [3], L. J. Rogers [4], L. J. Mordell [5], and G. N. Watson [6].