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The Lie Algebras Su(n): An Introduction Book

The Lie Algebras Su(n): An Introduction
The Lie Algebras Su(n): An Introduction, Lie algebras are efficient tools for analyzing the properties of physical systems. Concrete applications comprise the formulation of symmetries of Hamiltonian systems, the description of atomic, molecular and nuclear spectra, the physics of elementary par, The Lie Algebras Su(n): An Introduction has a rating of 4 stars
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The Lie Algebras Su(n): An Introduction, Lie algebras are efficient tools for analyzing the properties of physical systems. Concrete applications comprise the formulation of symmetries of Hamiltonian systems, the description of atomic, molecular and nuclear spectra, the physics of elementary par, The Lie Algebras Su(n): An Introduction
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  • The Lie Algebras Su(n): An Introduction
  • Written by author Walter Pfeifer
  • Published by Springer-Verlag New York, LLC, January 2003
  • Lie algebras are efficient tools for analyzing the properties of physical systems. Concrete applications comprise the formulation of symmetries of Hamiltonian systems, the description of atomic, molecular and nuclear spectra, the physics of elementary par
  • Lie algebras are efficient tools for analyzing the properties of physical systems. Concrete applications comprise the formulation of symmetries of Hamiltonian systems, the description of atomic, molecular and nuclear spectra, the physics of elementary par
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Book Categories

Authors

Preface
1Lie algebras1
2The Lie algebras su(N)15
3The Lie algebra su(2)23
4The Lie algebra su(3)49
5The Lie algebra su(4)87
6General properties of the su(N)-algebras107
References112
Index113


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The Lie Algebras Su(n): An Introduction, Lie algebras are efficient tools for analyzing the properties of physical systems. Concrete applications comprise the formulation of symmetries of Hamiltonian systems, the description of atomic, molecular and nuclear spectra, the physics of elementary par, The Lie Algebras Su(n): An Introduction

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The Lie Algebras Su(n): An Introduction, Lie algebras are efficient tools for analyzing the properties of physical systems. Concrete applications comprise the formulation of symmetries of Hamiltonian systems, the description of atomic, molecular and nuclear spectra, the physics of elementary par, The Lie Algebras Su(n): An Introduction

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The Lie Algebras Su(n): An Introduction, Lie algebras are efficient tools for analyzing the properties of physical systems. Concrete applications comprise the formulation of symmetries of Hamiltonian systems, the description of atomic, molecular and nuclear spectra, the physics of elementary par, The Lie Algebras Su(n): An Introduction

The Lie Algebras Su(n): An Introduction

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