Two Millennia of Mathematics : From Archimedes to Gauss 🔍
George M. Phillips (auth.)
Springer New York, CMS Books in Mathematics, Paperback, 2012
English [en] · PDF · 16.9MB · 2012 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/scihub/upload/zlib · Save
description
This book is intended for those who love mathematics, including under graduate students of mathematics, more experienced students, and the vast number of amateurs, in the literal sense of those who do something for the love of it. I hope it will also be a useful source of material for those who teach mathematics. It is a collection of loosely connected topics in areas of mathematics that particularly interest me, ranging over the two millennia from the work of Archimedes, who died in the year 212 Be, to the Werke of Gauss, who was born in 1777, although there are some references outside this period. In view of its title, I must emphasize that this book is certainly not pretending to be a comprehensive history of the mathematics of this period, or even a complete account of the topics discussed. However, every chapter is written with the history of its topic in mind. It is fascinating, for example, to follow how both Napier and Briggs constructed their log arithms before many of the most relevant mathematical ideas had been discovered. Do I really mean "discovered"? There is an old question, "Is mathematics created or discovered?" Sometimes it seems a shame not to use the word "create" in praise of the first mathematician to write down some outstanding result. Yet the inner harmony that sings out from the best of mathematics seems to demand the word "discover.
Erscheinungsdatum: 03.10.2012
Erscheinungsdatum: 03.10.2012
Alternative filename
nexusstc/Two Millennia of Mathematics: From Archimedes to Gauss/b9aa3308102692b64c4bfcab6a3be1f6.pdf
Alternative filename
lgli/Two Millennia of Mathematics_ F - Phillips, George M_.pdf
Alternative filename
lgrsnf/Two Millennia of Mathematics_ F - Phillips, George M_.pdf
Alternative filename
scihub/10.1007/978-1-4612-1180-8.pdf
Alternative filename
zlib/Mathematics/George M. Phillips/Two Millennia of Mathematics: From Archimedes to Gauss_5240860.pdf
Alternative title
Two Millennia Of Mathematics (cms Books In Mathematics)
Alternative publisher
Springer US
Alternative edition
CMS Books in Mathematics/Ouvrages de mathématiques de la SMC, New York, NY, 2000
Alternative edition
Place of publication not identified, 2000
Alternative edition
United States, United States of America
Alternative edition
Springer Nature, New York, NY, 2012
Alternative edition
Oct 03, 2012
Alternative edition
1, 2012
Alternative edition
1, 2000
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sm33588759
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lg2405590
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producers:
Adobe Acrobat 9.43 Paper Capture Plug-in
Adobe Acrobat 9.43 Paper Capture Plug-in
metadata comments
{"isbns":["1461270359","9781461270355"],"last_page":223,"publisher":"Springer","series":"CMS Books in Mathematics"}
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类型: 图书
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丛书名: CMS Books in Mathematics
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出版日期: 2000
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出版社: Springer New York
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摘要: ... both Napier and Briggs constructed their log arithms before many of the most relevant mathematical...
metadata comments
Source title: Two Millennia of Mathematics (CMS Books in Mathematics)
Alternative description
This Book Is A Collection Of Inter-connected Topics In Areas Of Mathematics Which Particularly Interest The Author, Ranging Over The Two Millennia From The Work Of Archimedes, Who Died In The Year 212 Bc, To The Werke Of Gauss, Who Was Born In 1777. The Book Is Intended For Those Who Love Mathematics, Including Undergraduate Students Of Mathematics, More Experienced Students And The Vast Unseen Host Of Amateur Mathematicians. It Will Also Be A Useful Source Of Material For Those Who Teach Mathematics. The Author, George Phillips, Is A Scot Who Has Lectured And Researched In Mathematics, Mainly At The University Of St Andrews, Scotland, But Also In Many Other Universities In The Uk, The Usa, Canada, Brazil, Portugal, Italy, The Czech Republic, Greece, Bulgaria, Turkey, Israel, Malaysia, Singapore, China, And Australia. From Archimedes To Gauss -- Logarithms -- Interpolation -- Continued Fractions -- More Number Theory. By George M. Phillips.
date open sourced
2015-07-29
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