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An Invitation to Representation Theory

Polynomial Representations of the Symmetric Group

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  • 248 pages
  • 9 hours of reading

More about the book

In this book, the ubiquitous symmetric group and its natural action on polynomials are used as a gateway to representation theory. The subject of representation theory is one of the most connected in mathematics, with applications to group theory, geometry, number theory and combinatorics, as well as physics and chemistry.

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An Invitation to Representation Theory, Michael Howe

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Released
2022
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Title
An Invitation to Representation Theory
Subtitle
Polynomial Representations of the Symmetric Group
Language
English
Released
2022
Format
Paperback
Pages
248
ISBN10
3030980243
ISBN13
9783030980245
Series
Description
In this book, the ubiquitous symmetric group and its natural action on polynomials are used as a gateway to representation theory. The subject of representation theory is one of the most connected in mathematics, with applications to group theory, geometry, number theory and combinatorics, as well as physics and chemistry.