In this volume, we examine Chapters 10-15 in Ramanujan's second notebook. If a result is known, we provide references in the literature where proofs may be found; if a result is not known, we attempt to prove it. Not only are the results fascinating, but, for the most part, ...
This is the first of two volumes devoted to proving the results found in the unorganized portions of the second notebook and in the third notebook. The author also proves those results in the first notebook that are not found in the second or third notebooks. For those results that are ...
Ramanujan in The Lost Notebook and Other Unpublished Papers. This volume, published by Narosa in 1988, contains the “Lost Notebook,” which was discovered by the ?rst author in the spring of 1976 at the library of Trinity College, Cambridge. Also included in this publication are other ...
Ramanujan's Lost Notebook 作者: Bruce C. Berndt / George E. Andrews 出版社: Springer副标题: Part II (Pt. 2)出版年: 2008-12-23页数: 436定价: USD 89.95装帧: HardcoverISBN: 9780387777658豆瓣评分 目前无人评价 评价: 写笔记 写书评 加入购书单 分享到 推荐 ...
Ramanujan失散的笔记本 Ramanujan失散的笔记本 国外科技新书评介2006年第1期(总第225期)数学 JozsefS~ndor,Babes—BolyaiUniversityof ClujDepartmentofMathematicsand ComputerScience,Cluj—Napoca,Romania BorislavCrstici,FormerlytheTechnical UniversityofTimi~oara,Timi~oara,Romania HandbookofNumber TheoryII 2004,637pp.H...
manujan’s lost notebook likely would have been permanently lost. Rankin was born in Garlieston, Scotland, in October 1915 and died in Glasgow in January 2001. For several years he was professor of Mathematics at the University of Glasgow. An account of his life and work has been given by...
In his third notebook, Ramanujan claims that $$ \\int_0^\\infty\\frac{\\cos(nx)}{x^2+1} \\log x \\,\\mathrm{d} x + \\frac{\\pi}{2} \\int_0^\\infty\\frac{\\... BC Berndt,A Straub - 《Sigma》 被引量: 0发表: 2015年 ...
This volume is the first of approximately four volumes devoted to providing statements, proofs, and discussions of all the claims made by Srinivasa Ramanujan in his lost notebook and all his other manuscripts and letters published with t... GE Andrews,BC Berndt - Ramanujan’s lost notebook. ...
∗ Partially supported by the National Science Foundation under Grant DMS-8503324. Copyright © 1989 Published by Elsevier Inc. Recommended articles Recommended articles cannot be displayed at this time. Article Metrics Citations Citation Indexes: 55 Captures Readers: 6 Mentions References: 4 Social...
拉马努金笔记 Ramanujan Lost Notebook 印度数学家 印度数学奇才2020-05-11 上传大小:21.00MB 所需:45积分/C币 MasseyRamanujan:ramanujan机器的替代方案 梅西·拉曼努詹(MasseyRamanujan) Ramanujan机器是一种发现新数学猜想的算法方法。 目前,该项目专注于数论,特别是寻找将pi,e等基本常数和Riemann zeta函数值与各种连...