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PHYSICS and GROUP THEORY (M2, Heine)
Lecture Topic : (Math Physics) PHYSICS and GROUP THEORY (M2, Heine)
Prerequisites : Quantum Mechanics (M1); Finite Group Theory (M1); Lie Algebras (M1);
Recommended Text(s) :
“Group Theory in Quantum Mechanics : An Introduction to its Present Usage”, Volker Heine,Dover, 2007.
Approx price new on Amazon.com (hard copy) : $7
Approx price second hand on Amazon.com (hard copy) : $8
Availability free on eMule.com (e-format) : Yes
eMule search key word(s) : Heine, Group Theory
Lectures and Links :
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Lecture 1 (link)
Ch.1 Symmetry Transformation
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Lecture 2 (link)
Ch.2 The Quantum Theory of a Free Atom
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Lecture 3 (link)
Ch.3 The Representations of Finite Groups
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Lecture 4 (link)
Ch.4 Further Aspects of the Theory of Free Atoms and Ions
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Lecture 5 (link)
Ch.5 The Structure and Vibrations of Molecules
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Lecture 6 (link)
Ch.6 SolidStatePhysics
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Lecture 7 (link)
Ch.7 Nuclear Physics
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Lecture 8 (link)
Ch.8 Relativistic Quantum Mechanics
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Lecture 9 (link)
Appendix A : Matrix Algebra
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Lecture 10 (link)
Appendix B : Homomorphism and Isomorphism
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Lecture 11 (link)
Appendix C : Theorems on Vector Spaces and Group Representations
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Lecture 12 (link)
Appendix D : Schur’s Lemma
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Lecture 13 (link)
Appendix E : Irreducible Representations of Abelian Groups
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Lecture 14 (link)
Appendix F : Momenta and Infinitesimal Transformations
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Lecture 15 (link)
Appendix G : The Simple Harmonic Oscillator
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Lecture 16 (link)
Appendix H : The Irreducible Representations of the Complete Lorentz Group
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Lecture 17 (link)
Appendix I : Table of Wigner Coefficients (jj’mm’|JM)
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Lecture 18 (link)
Appendix J : Notation for the Thirty-Two Crystal Point-Groups
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Lecture 19 (link)
Appendix K : Character Tables for the Crystal Point-Groups
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Lecture 20 (link)
Appendix L : Character Tables for the Axial Rotation Group and Derived Groups
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