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A Source Book in Matroid Theory 🔍
Joseph P. S. Kung (auth.) Springer Science+Business Media, LLC, Birkhäuser, 1st ed. 1986, New York :, 1986
英语 [en] · PDF · 12.3MB · 1986 · 📘 非小说类图书 · 🚀/lgli/lgrs/nexusstc/scihub/zlib · Save
描述
by Gian-Carlo Rota The subjects of mathematics, like the subjects of mankind, have finite lifespans, which the historian will record as he freezes history at one instant of time. There are the old subjects, loaded with distinctions and honors. As their problems are solved away and the applications reaped by engineers and other moneymen, ponderous treatises gather dust in library basements, awaiting the day when a generation as yet unborn will rediscover the lost paradise in awe. Then there are the middle-aged subjects. You can tell which they are by roaming the halls of Ivy League universities or the Institute for Advanced Studies. Their high priests haughtily refuse fabulous offers from eager provin cial universities while receiving special permission from the President of France to lecture in English at the College de France. Little do they know that the load of technicalities is already critical, about to crack and submerge their theorems in the dust of oblivion that once enveloped the dinosaurs. Finally, there are the young subjects-combinatorics, for instance. Wild eyed individuals gingerly pick from a mountain of intractable problems, chil dishly babbling the first words of what will soon be a new language. Child hood will end with the first Seminaire Bourbaki. It could be impossible to find a more fitting example than matroid theory of a subject now in its infancy. The telltale signs, for an unfailing diagnosis, are the abundance of deep theorems, going together with a paucity of theories.
Erscheinungsdatum: 01.01.1985
备用文件名
lgrsnf/D:\HDD4\!genesis\SPR_NEW_2013-12\bok%3A978-1-4684-9199-9.pdf
备用文件名
nexusstc/A Source Book in Matroid Theory/a5f25a07bff4520d70fab4395f07be9d.pdf
备用文件名
scihub/10.1007/978-1-4684-9199-9.pdf
备用文件名
zlib/Mathematics/Joseph P. S. Kung (auth.)/A Source Book in Matroid Theory_2297717.pdf
备选作者
Kung, Joseph P. S
备用出版商
Birkhäuser Boston : Imprint : Birkhäuser
备用出版商
Springer Science & Business Media
备用出版商
Birkhauser Boston
备用出版商
Birkhauser Verlag
备用出版商
Birkhäuser Basel
备用出版商
Birkhāuser
备用版本
United States, United States of America
备用版本
Springer Nature, Boston, MA, 2013
备用版本
Boston etc, Unknown, 1986
备用版本
Boston, MA, 1986
备用版本
November 1986
备用版本
1986, 1985
元数据中的注释
sm41110372
元数据中的注释
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元数据中的注释
Библиогр. в конце ст.
Указ. в конце кн.
元数据中的注释
РГБ
元数据中的注释
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备用描述
Front Matter....Pages 1-14
Origins and basic concepts....Pages 15-131
Linear representation of matroids....Pages 133-199
Enumeration in geometric lattices....Pages 201-265
The Tutte decomposition....Pages 267-331
Recent advances....Pages 333-409
Back Matter....Pages 410-413
备用描述
Joseph P.s. Kung. Includes Bibliographies And Index.
开源日期
2014-01-18
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