“This book is the fourth edition of Aigner and Ziegler’s attempt to find proofs that Erdos would find appealing. … this one is a great collection of remarkable results with really nice proofs. The authors have done an excellent job choosing topics and proofs that Erdos would have appreciate...
Proofs from the Book 2025 pdf epub mobi 电子书 图书描述 Proofs from THE BOOK A] un'opera straordinaria che ha saputo calamitare l'interesse di numerosissimi lettori, matematici e non, come poche altre di argomento matematico apparse in questi ultimi anni. Dall'edizione originale in lingua ...
Proofs from THE BOOK 作者:Martin Aigner/Günter M. Ziegler 出版社:Springer 出版年:2009-10-13 页数:274 定价:USD 49.95 装帧:Hardcover ISBN:9783642008559 豆瓣评分 9.4 33人评价 5星 81.8% 4星 15.2% 3星 3.0% 2星 0.0% 1星 0.0% 评价:
Proofs from Paul Erdős 1. 从2023年5月到2024年5月,指导两个2022级的本科生做REU(Research Experiences for Undergraduates)项目。在明确了她们尚不明确未来是否要从事数学研究的前提下,我放弃了找一个topic给她们做,然后尝试写paper的想法,而是改为念这一本《Proofs from THE BOOK》。这其中的优点和缺点都是...
Proofs from THE BOOK (6th 2018 下载积分: 4000 内容提示: Martin Aigner · Günter M. ZieglerProofs from THE BOOK Sixth Edition 文档格式:PDF | 页数:314 | 浏览次数:562 | 上传日期:2018-06-15 11:22:56 | 文档星级: Martin Aigner · Günter M. ZieglerProofs from THE BOOK Sixth Edition ...
这部Proofs from THE BOOK“介绍了35个著名数学问题的极富创造性和独具匠心的证明”。这些优美的证... 评分☆☆☆ 评分☆☆☆ 类似图书 点击查看全场最低价 出版者:Springer作者:Martin Aigner出品人:页数:274译者:出版时间:2009-10-13价格:USD 49.95装帧:Hardcover...
likedtotalkaboutTheBook,inwhichGodmaintainstheperfect proofsformathematicaltheorems,followingthedictumofG. H. Hardythat there is no permanent place for ugly mathematics. Erdos ? also said that you need not believe in God but, as a mathematician, you should believe in The Book. A few years ago...
内容提示: where the per-fect proofs of alltheorems arewritten. “Thisone is from TheBook”, he wouldintone when see-ing a particularlybeautiful argu-ment. And helived his life on acrusade to re-veal and enjoyas much of TheBook as possible.Proofs fromTHE BOOK is aneffort by Martin ...
proofsformathematicaltheorems,followingthedictumofG.H.Hardythat thereisnopermanentplaceforuglymathematics.Erd˝osalsosaidthatyou neednotbelieveinGodbut,asamathematician,youshouldbelievein TheBook.Afewyearsago,wesuggestedtohimtowriteupafirst(and
Intermediate User Admin In this video, you will learn how to: Move a proof around and zoom in/out on the content Use the thumbnail column to preview and navigate the pages of a proof Filter the comments column Close the proof BookmarkCopy link...