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Principles of Advanced Mathematical Physics

Volume II

  • Textbook
  • © 1981

Overview

Authors:
  1. Robert D. Richtmyer

    1. Department of Mathematics, University of Colorado, Boulder, USA

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Part of the book series: Theoretical and Mathematical Physics (TMP)

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Table of contents (14 chapters)

  1. Front Matter

    Pages i-xi
    Download chapter PDF

  2. Elementary Group Theory

    • Robert D. Richtmyer
    Pages 1-24

  3. Continuous Groups

    • Robert D. Richtmyer
    Pages 25-39

  4. Group Representations I: Rotations and Spherical Harmonics

    • Robert D. Richtmyer
    Pages 40-61

  5. Group Representations II: General; Rigid Motions; Bessel Functions

    • Robert D. Richtmyer
    Pages 62-79

  6. Group Representations and Quantum Mechanics

    • Robert D. Richtmyer
    Pages 80-95

  7. Elementary Theory of Manifolds

    • Robert D. Richtmyer
    Pages 96-113

  8. Covering Manifolds

    • Robert D. Richtmyer
    Pages 114-128

  9. Lie Groups

    • Robert D. Richtmyer
    Pages 129-173

  10. Metric and Geodesics on a Manifold

    • Robert D. Richtmyer
    Pages 174-197

  11. Riemannian, Pseudo-Riemannian, and Affinely Connected Manifolds

    • Robert D. Richtmyer
    Pages 198-222

  12. The Extension of Einstein Manifolds

    • Robert D. Richtmyer
    Pages 223-243

  13. Bifurcations in Hydrodynamic Stability Problems

    • Robert D. Richtmyer
    Pages 244-262

  14. Invariant Manifolds in the Taylor Problem

    • Robert D. Richtmyer
    Pages 263-275

  15. The Early Onset of Turbulence

    • Robert D. Richtmyer
    Pages 276-311

  16. Back Matter

    Pages 313-323
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Keywords

Authors and Affiliations

  • Department of Mathematics, University of Colorado, Boulder, USA

    Robert D. Richtmyer

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