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數(shù)論,馬德拉斯1987-1987:1987年在馬德拉斯安娜大學(xué)舉行的國(guó)際拉馬努金百年紀(jì)念大會(huì)會(huì)議記錄
包郵 數(shù)論,馬德拉斯1987-1987:1987年在馬德拉斯安娜大學(xué)舉行的國(guó)際拉馬努金百年紀(jì)念大會(huì)會(huì)議記錄
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數(shù)論,馬德拉斯1987-1987:1987年在馬德拉斯安娜大學(xué)舉行的國(guó)際拉馬努金百年紀(jì)念大會(huì)會(huì)議記錄 版權(quán)信息
- ISBN：9787560386706
- 條形碼：9787560386706 ; 978-7-5603-8670-6
- 裝幀：一般膠版紙
- 冊(cè)數(shù)：暫無(wú)
- 重量：暫無(wú)
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數(shù)論,馬德拉斯1987-1987:1987年在馬德拉斯安娜大學(xué)舉行的國(guó)際拉馬努金百年紀(jì)念大會(huì)會(huì)議記錄 內(nèi)容簡(jiǎn)介
The birth centenary of Srinivasa Ramanujan （1887-1920）， was celebrated all over the world in the form of Seminars， Symposia and Conferences. Anna University， Madras， organised a number of academic programmes throughout the centenary year and concluded the celebrations with an International Conference during 19-21 December， 1987. The conference was inaugurated by Prof. Riebard Askey of the University of Wisconsin， Madison， U.S.A.. Mrs. Janaki Ammal， the widow of Ramanujan and Prof. George Andrews of Pennsylvania State University， U.S.A. who discovered the \"lost note\" book of Ramanujan also participated in the inaugural function. As many as forty-four leading mathematicians from India and twenty-two from other countries took part in the conference. On the final day， a Symposium on Ramanujan and his works was held， in which a number of eminent Number Theorists participated.
數(shù)論,馬德拉斯1987-1987:1987年在馬德拉斯安娜大學(xué)舉行的國(guó)際拉馬努金百年紀(jì)念大會(huì)會(huì)議記錄 目錄
Preface
Editor's Foreword
P.ERDOS,Ramanujan and I
K.ALLADI,The Distribution of Additive Functions in
Special Sets of Integers
G.E.ANDREWS,An Identity of sylvester and the Rogers-
Ramanujan Identities
G.E.ANDREWS,B.C.BERNDT,L,JACOBSEN and R.L.LAMPHERE,
Variations on the Rogers-Ramanujan Continued Fraction
in Ramanujan's Notebooks
R.ASKEY,Beta Integrals and the Associated orthogonal
Polymomials
B.C.BERNDT,Ramanujan and the Theory of Prime Numbers
D.M.BRESSOUD,Lattice paths and the Rogers-Ramanujan
Identities
B.GORDON and D.SINOR,Multiplicative Properties
of n-products
V.SITARAMAIAH and M.V.SUBBARAO,Some Asymptotic
Formulae Involving Powers of Arithmetic Functions
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