The Net Advance of Physics:
DIRAC EQUATION

Fermions: DIRAC EQUATION:

• General: Hindmarsh 97/09;
  • Relativistic Physics as Application of Geometric Algebra by Eckhard Hitzer [2005/01] This is a viXra paper, but the material is all standard and very well presented.
  • An Introduction to Relativistic Quantum Mechanics. I. From Relativity to Dirac Equation by Maurizio De Sanctis [2007/08] 53 pp.
  • Searching for an equation: Dirac, Majorana and the others by Salvatore Esposito [2011/10] Surveys the different relativistic wave-equations for particles of various spins proposed in the Twentieth Century, with heavy emphasis on Majorana's contributions.

• Type: NONLINEAR:
  • Symmetries and Exact Solutions of Nonlinear Dirac Equations by Wilhelm Fushchych and Renat Zhdanov [Kiev: Inst. Math. Ukrain., 1997]

• Aspects: ZITTERBEWEGUNG;

• Aspects: BOUND STATES:
  • Bound states -- from QED to QCD by Paul Hoyer [2013/09]

• Aspects: HIDDEN SYMMETRIES:
  • Hidden Symmetries of Dynamics in Classical and Quantum Physics by Marco Cariglia [Reviews of Modern Physics 86, 1283 (2014)]

• Aspects: KLEIN PARADOX:
  • Spin-helical transport in normal and superconducting topological insulators by Grigory Tkachov and E. M. Hankiewicz [2012/08]

• Aspect: SOLUTIONS:
  • Dirac, Majorana and Weyl fermions by Palash B. Pal [2010/06]

• Aspect: SOLUTIONS: HARMONIC OSCILLATOR:
  • The Dirac-Moshinsky Oscillator: Theory and Applications by Emerson Sadurni [2011/01]

• Re: DIFFERENTIAL GEOMETRY // GENERAL RELATIVITY:
  • Wave and Dirac equations on manifolds by Lars Andersson and Christian Baer [2017/10]
  • The Dirac Equation in General Relativity: A Guide for Calculations by Peter Collas and David Klein [2018/09]

• Re: SOLID-STATE PHYSICS (see also GRAPHENE):
  • Dirac Fermions in Solids - from High Tc cuprates and Graphene to Topological Insulators and Weyl Semimetals by Oskar Vafek and Ashvin Vishwanath [2013/06]
  • Dirac Materials by T. O. Wehling et al. [2014/05]
  • Semirelativity in Semiconductors: A Review by Wlodek Zawadzki [2017/01]

THE NET ADVANCE OF PHYSICS