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[S789.Ebook] Download Ebook Substitutional Analysis (Dover Books on Mathematics), by Daniel Edwin Rutherford

Download Ebook Substitutional Analysis (Dover Books on Mathematics), by Daniel Edwin Rutherford

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Substitutional Analysis (Dover Books on Mathematics), by Daniel  Edwin Rutherford

Substitutional Analysis (Dover Books on Mathematics), by Daniel Edwin Rutherford



Substitutional Analysis (Dover Books on Mathematics), by Daniel  Edwin Rutherford

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Substitutional Analysis (Dover Books on Mathematics), by Daniel  Edwin Rutherford

This classic monograph on representation theory and the symmetric group is suitable for advanced undergraduates and graduate students of mathematics. The Bulletin of the American Mathematical Society hailed Daniel Edwin Rutherford's treatment as "a long overdue account of Young's representation theory of the symmetric group," noting that "many of Young's complicated proofs have been simplified through a free use of mathematical induction."
Starting with an elementary overview of the theory of the symmetric group, the book proceeds to an examination of Young's formula, followed by an introduction to the fundamental notion of a standard diagram. Subsequent chapters present the passage to orthogonal and natural representations. No prior knowledge of the general theory of group characters is assumed, and the author deduces the necessary theory for the symmetric group. The final chapter illustrates the substitutional aspect of the theory, and a helpful appendix and bibliography conclude the text.

  • Sales Rank: #3004297 in eBooks
  • Published on: 2013-06-03
  • Released on: 2013-06-03
  • Format: Kindle eBook

About the Author
Daniel Edwin Rutherford (1906–66) was Professor of Mathematics and Applied Mathematics at Scotland's University of St. Andrews. Substitutional Analysis is widely considered the most historically important of his many books.

Most helpful customer reviews

0 of 0 people found the following review helpful.
An excellent in-depth study of a "gentleman" mathematician's creative mathematical work.
By Vignir G. Jonsson
It gives a fascinating glimpse into Young's thought processes. I recommend it to anyone whose work is even remotely connected with Young Tableaux.

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