Saturday, July 30, 2011

Download Ebook Analysis (Graduate Studies in Mathematics, V. 14)By Elliott H. Lieb, Michael Loss

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Analysis (Graduate Studies in Mathematics, V. 14)By Elliott H. Lieb, Michael Loss

Analysis (Graduate Studies in Mathematics, V. 14)By Elliott H. Lieb, Michael Loss


Analysis (Graduate Studies in Mathematics, V. 14)By Elliott H. Lieb, Michael Loss


Download Ebook Analysis (Graduate Studies in Mathematics, V. 14)By Elliott H. Lieb, Michael Loss

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Analysis (Graduate Studies in Mathematics, V. 14)By Elliott H. Lieb, Michael Loss

This text provides a course in real analysis, begining with measure theory. It is presumed that readers have a sound basic background in calculus. Topics covered include P-spaces, rearrangement inequalities, sharp integral inequalities, distribution theory, Fourier analysis, potential theory and Sobolev spaces. The text concludes with a chapter on the calculus of variation and includes examples from mathematical physics.

  • Sales Rank: #3829952 in Books
  • Brand: Brand: Amer Mathematical Society
  • Published on: 1996-11
  • Original language: English
  • Number of items: 1
  • Dimensions: 10.50" h x 7.50" w x .75" l,
  • Binding: Hardcover
  • 300 pages
Features
  • Used Book in Good Condition

Review
"Analysis is a unique book. It is written very much from the perspective of a user of analysis ... I do not know of any other book that shows so well what it takes to do research in applied and variational analysis or to solve real analysis problems as they naturally arise in mathematical physics and quantum mechanics ... The book is also very attractively produced ... The AMS is setting a new standard ... proving that quality editions do not have to be expensive ... [Students] found the concrete and constructive nature of the approach in the book very attractive." -- Bruno Nachtergaele, University of California, Davis

"I find the selection of the material covered in the book very attractive and I recommend the book to anybody who wants to learn about classical as well as modern mathematical analysis." -- European Mathematical Society Newsletter

"Lieb and Loss offer a practical presentation of real and functional analysis at the beginning graduate level ... could be used as a two-semester introduction to graduate analysis ... not all of the topics covered are typical. The authors introduce the subject with a thorough presentation ... [an] informative exposition." -- Choice

"The book was ideal for my purposes, which included some introduction to some problems in mathematical physics, some `reinforcement' of what they already learned in real variable, and a good overview of the inequalities that working analysts need to use ... I personally find the book an extremely useful and convenient reference for research purposes." -- Lawrence E. Thomas, University of Virginia, Charlottesville

"[The text was used as] a supplemental resource ... appropriate because Lieb and Loss's approach to this subject is quite unusual ... When looking at a particularly complicated set of ideas, I suggest [that students], "Have a look at Lieb/Loss. They have a nice way of cutting through all the difficulties and giving you a real picture of what is going on" ... I would certainly recommend this book [as a supplemental text] to colleagues who are teaching graduate real analysis." -- Steven G. Krantz, Washington University, St. Louis

From the Publisher
This is an excellent course in operator theory and operator algebras ... leads the reader to deep new results and modern research topics ... the author has done more than just write a good book--he has managed to reveal the unspeakable charm of the subject, which is indeed the "source of happiness" for operator theorists.
-- Mathematical Reviews

About the Author
About the authors: Elliott Lieb is Professor of Mathematics and Physics at Princeton University and is a member of the US, Austrian, and Danish Academies of Science. He is also the recipient of several prizes including the 1988 AMS/SIAM Birkhoff prize. Michael Loss is Professor of Mathematics at the Georgia Institute of Technology.

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Analysis (Graduate Studies in Mathematics, V. 14)By Elliott H. Lieb, Michael Loss PDF

Analysis (Graduate Studies in Mathematics, V. 14)By Elliott H. Lieb, Michael Loss PDF

Analysis (Graduate Studies in Mathematics, V. 14)By Elliott H. Lieb, Michael Loss PDF
Analysis (Graduate Studies in Mathematics, V. 14)By Elliott H. Lieb, Michael Loss PDF

Saturday, July 9, 2011

Free Download Classical Hebrew CompositionBy J. Weingreen

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Classical Hebrew CompositionBy J. Weingreen

  • Sales Rank: #2618405 in Books
  • Published on: 1957-12
  • Original language: English
  • Number of items: 1
  • Binding: Hardcover
  • 156 pages

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Friday, July 8, 2011

Download Soccermatics: Mathematical Adventures in the Beautiful Game (Bloomsbury Sigma)By David Sumpter

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Soccermatics: Mathematical Adventures in the Beautiful Game (Bloomsbury Sigma)By David Sumpter

Soccermatics: Mathematical Adventures in the Beautiful Game (Bloomsbury Sigma)By David Sumpter


Soccermatics: Mathematical Adventures in the Beautiful Game (Bloomsbury Sigma)By David Sumpter


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Soccermatics: Mathematical Adventures in the Beautiful Game (Bloomsbury Sigma)By David Sumpter

Soccer is the most mathematical of sports--riddled with numbers, patterns, and shapes. How to make sense of them? The answer lies in mathematical modeling, a science with applications in a host of biological systems. Soccermatics brings the two together in a fascinating, mind-bending synthesis.

What's the similarity between an ant colony and Total Football, Dutch style? How is the Barcelona midfield linked geometrically? And how can we relate the mechanics of a Mexican Wave to the singing of cicadas in an Australian valley? Welcome to the world of mathematical modeling, expressed brilliantly by David Sumpter through the prism of soccer. Soccer is indeed more than a game and this book is packed with game theory. After reading it, you will forever watch the game with new eyes.

  • Sales Rank: #294978 in Books
  • Published on: 2016-05-31
  • Released on: 2016-05-31
  • Original language: English
  • Number of items: 1
  • Dimensions: 8.79" h x 1.16" w x 5.49" l, .0 pounds
  • Binding: Hardcover
  • 304 pages

Review

"Drawing on stats, physics and natural phenomena, a math professor and amateur coach explains everything from the geometry of passing to managerial strategy to predicting performance. The book is full of game theory and diagrams of famous plays." - Steven Goff, The Washington Post roundup of soccer books

"Sumpter's deconstruction of formations proved why maths and football can't live without each other. It's every football nerd's dream." - FourFourTwo

"This is football looked at in a very different way. David Sumpter is mining a rich and deep seam here in Soccermatics, one that will become an increasingly important part of the game." - Pat Nevin, former Chelsea and Everton star and football media analyst

"Touted as a ‘mathematical adventure through the beautiful game,’ this title certainly lives up to and exceeds expectations. The biggest positive for this book is that it is approachable, certainly much more than SOCCERNOMICS from Simon Kuper and Stefan Szymanski." - International Soccer Network

"Sumpter’s love of the game is infectious--it’s impossible not to be drawn in . . . SOCCERMATICS is a fascinating book, an intelligent work that strives to reflect the minute intricacies of the game by way of the numbers while never condescending to or overwhelming the reader. Soccer fans and math lovers will be thrilled, but in truth, a general understanding of both is really all you need to enjoy this one." - The Maine Edge

"A fascinating study of the structures and patterns that underpin football matches, with revealing and surprising conclusions." - Michael Cox, editor of Zonal Marking and Guardian Sports

"David Sumpter brings together his two passions, mathematics and football, in a highly original and entertaining way. The beautiful game illustrated through the beauty of mathematics." - Philip Maini FRS, Professor of Mathematical Biology, University of Oxford

About the Author

David Sumpter is a professor of applied mathematics at Uppsala University in Sweden, where he runs the Collective Behavior Research Group. Originally from London, he studied his Ph.D. in mathematics at Manchester and held academic research positions at both Oxford and Cambridge. This is his first book. He lives with his wife and two children. In his spare time, he trains a successful soccer team of nine-year-old boys. He lives in Uppsala, Sweden.

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