旋  量   [習作]

  1. Euler 1770
  2. Elie Cartan 1913
  3. A Child Guide to Spinors      William O. Straub    A child guide to spinors
  4. George Uhlenbeck 1925       電子自旋

An Introduction Theory of Spinors      Moshe Carmeli   Shimon Malin                               Spin Geometry

  1. Group Theory                                [SO(3)]  [SU(2)]                                                   Differential operators on manifolds
  2. Representation Theory
  3. The Lorentz and SL(2,C) Groups
  4. Two-component Spinors                 [Introduction]   如何開根號
  5. Maxwell,Dirac and Pauli Spinors    [Dirac equation]
  6. The Gravitational Field Spinors
  7. The Gauge Field Spinors
  8. The Euclidean Gauge Field Spinors
  1. An Introduction Theory of Spinors   Shimon Malin
  2. Spinors in Physics                            Jean Hladik
  3. Clifford Algebra and Spinors           Roldao da Rocha
  4. The Dirac Spectrum                         Nicolas Ginoux
  5. Dirac Operators and Spectral Geometry   Joseph C. Varilly
  6. The Dirac Equation in Curved Spacetime   Peter Collas   David Klein
  7. The supersymmetric Dirac Equation   Allen Hirshfeld
  8. Spinors and Spacetime      R.Penrose W. RinDler
  9. Spin      Ilya Kuprov
  10. Spin Geometry   Christian Bar