11. de Broglie L (1924) Recherches sur la Théorie des Quanta. Thesis, Sorbonne, Paris; Ann Phys
10(III):22–128
12. Compton AH (1923) A quantum theory of the scattering of x-rays by light elements. Phys
Rev 21:483–502
13. Brandsden BH, Joachain CJ (1983) Physics of atoms and molecules. Longman, Harlow,
England, 1st edn, chs 1 and 5
14. Schrödinger E (1930) Über die kräftefreie Bewegung in der relativistischen Quantenmechanik:
Sitzungsber. Preuss Akad Wiss Berlin, Phys-Math Kl 24:418–428; Zur Quantendynamik des
Elecktrons: ibid (1931) 25:63–72
15. de Broglie L (1934) l’Electron Magnétique: Théorie de Dirac, Hermann, Paris, chs 9–22
16. Haisch B, Rueda A, Puthoff HE (1994) Inertia as a zero-point field Lorentz force. Phys Rev A
49:678–694 and references therein
17. Barut AO, Bracken AJ (1981) Zitterbewegung and the internal geometry of the electron. Phys
Rev D 23:2454–2463; D 24:3333–3342; Barut AO, Zanghi N (1984) Classical model of the
Dirac electron. Phys Rev Lett 52:2009–2012; Barut AO, Pavšič M (1987) Quantization of the
Zitterbewegung in the Schrödinger picture. Class Quant Grav 4:L131–L136
18. Todorov I (2015) Hyperlogarithms and periods in Feynman amplitudes. Opening lecture at
QSCP XX, Varna; published as CERN-TH-2016–042; and private communication
19. Dehmelt H (1993) Is the electron a composite particle? an experiment. Hyperfine Interact
81:1–3; updated and condensed version of the Nobel lecture in Les Prix Nobel 1989,
Stockholm, 1990, p 95
20. Maruani J (1980) Magnetic resonance and related techniques. In: Becker P (ed) Electron and
magnetization densities in molecules and crystals, NATO ASI series. Plenum, and references
therein
21. Sommerfeld A (1919) Atombau und Spektrallinien. Friedrich Vieweg, Braunschweig;
translated as Atomic structure and spectral lines. Methuen, London, 1923; and references therein
22. Eddington AS (1935) New pathways in science, Cambridge U P, ch. 11
23. Kaldor U, Eliav E, Landau A (2004) Relativistic electronic structure theory. Elsevier, ch. 2,
and private communication
24. Visscher L, Dyall KG (1997) At Data Nucl Data Tables 67:207
25. Kragh H (2003) Magic number—a partial history of the fine-structure constant. Arch Hist
Exact Sci 57:395–431
26. Gilson JG (1996) Calculating the fine-structure constant. Spec Sci Tech, 23 pp
27. Sanchez FM, Kotov VA, Bizouard C (2009) Evidence for a steady-state, holographic,
tachyonic, and supersymmetric cosmology. GED 20(3):43–53; Sanchez FM (2017) A
coherent resonant cosmology approach and its implications in microphysics and biophysics.
Prog Theor Chem Phys B 30:375–407, references therein, and private communication
28. Bastin T, Kilmister CW (1995) Combinatorial physics. World Scientific, Singapore
29. Carr BJ, Rees MJ (1979) The anthropic principle and the structure of the physical world.
Nature 278:605–612. See also: Barrow JD, Tipler FK (1986) The anthropic cosmological
principle. Oxford U P, and references therein
30. Einstein A (1916) Die Grundlage der allgemeinen Relativitätstheorie. Ann Phys (Leipzig)
49:769–823. See also: Eddington AS (1920) Space, time, and gravitation. Cambridge U P;
French edition completed with an updated mathematical presentation of general relativity.
Hermann, Paris, 1921. See also: Special issue commemorating Einstein A (2005). Ann Phys
(Leipzig) 14:1–204
31. Chapman TC, Leiter DJ (1976) On the generally covariant Dirac equation. Am J Phys
44:858–862
32. Sachs M (1986) Quantum mechanics from general relativity. Reidel, Dordrecht
33. Macken JA (2013) The universe is only spacetime. http://www.onlyspacetime/home; see also:
Spacetime-based foundation of quantum mechanics and general relativity. Prog Theor Chem
Phys A (2015) 29:219–245; and private communication
34. Pavšič M (2001) The landscape of theoretical physics: a global view. Kluwer, pp 347–352.
See also: http://en.wikipedia.org/wiki/planck_units
The Dirac Electron and Elementary Interactions …
379
10(III):22–128
12. Compton AH (1923) A quantum theory of the scattering of x-rays by light elements. Phys
Rev 21:483–502
13. Brandsden BH, Joachain CJ (1983) Physics of atoms and molecules. Longman, Harlow,
England, 1st edn, chs 1 and 5
14. Schrödinger E (1930) Über die kräftefreie Bewegung in der relativistischen Quantenmechanik:
Sitzungsber. Preuss Akad Wiss Berlin, Phys-Math Kl 24:418–428; Zur Quantendynamik des
Elecktrons: ibid (1931) 25:63–72
15. de Broglie L (1934) l’Electron Magnétique: Théorie de Dirac, Hermann, Paris, chs 9–22
16. Haisch B, Rueda A, Puthoff HE (1994) Inertia as a zero-point field Lorentz force. Phys Rev A
49:678–694 and references therein
17. Barut AO, Bracken AJ (1981) Zitterbewegung and the internal geometry of the electron. Phys
Rev D 23:2454–2463; D 24:3333–3342; Barut AO, Zanghi N (1984) Classical model of the
Dirac electron. Phys Rev Lett 52:2009–2012; Barut AO, Pavšič M (1987) Quantization of the
Zitterbewegung in the Schrödinger picture. Class Quant Grav 4:L131–L136
18. Todorov I (2015) Hyperlogarithms and periods in Feynman amplitudes. Opening lecture at
QSCP XX, Varna; published as CERN-TH-2016–042; and private communication
19. Dehmelt H (1993) Is the electron a composite particle? an experiment. Hyperfine Interact
81:1–3; updated and condensed version of the Nobel lecture in Les Prix Nobel 1989,
Stockholm, 1990, p 95
20. Maruani J (1980) Magnetic resonance and related techniques. In: Becker P (ed) Electron and
magnetization densities in molecules and crystals, NATO ASI series. Plenum, and references
therein
21. Sommerfeld A (1919) Atombau und Spektrallinien. Friedrich Vieweg, Braunschweig;
translated as Atomic structure and spectral lines. Methuen, London, 1923; and references therein
22. Eddington AS (1935) New pathways in science, Cambridge U P, ch. 11
23. Kaldor U, Eliav E, Landau A (2004) Relativistic electronic structure theory. Elsevier, ch. 2,
and private communication
24. Visscher L, Dyall KG (1997) At Data Nucl Data Tables 67:207
25. Kragh H (2003) Magic number—a partial history of the fine-structure constant. Arch Hist
Exact Sci 57:395–431
26. Gilson JG (1996) Calculating the fine-structure constant. Spec Sci Tech, 23 pp
27. Sanchez FM, Kotov VA, Bizouard C (2009) Evidence for a steady-state, holographic,
tachyonic, and supersymmetric cosmology. GED 20(3):43–53; Sanchez FM (2017) A
coherent resonant cosmology approach and its implications in microphysics and biophysics.
Prog Theor Chem Phys B 30:375–407, references therein, and private communication
28. Bastin T, Kilmister CW (1995) Combinatorial physics. World Scientific, Singapore
29. Carr BJ, Rees MJ (1979) The anthropic principle and the structure of the physical world.
Nature 278:605–612. See also: Barrow JD, Tipler FK (1986) The anthropic cosmological
principle. Oxford U P, and references therein
30. Einstein A (1916) Die Grundlage der allgemeinen Relativitätstheorie. Ann Phys (Leipzig)
49:769–823. See also: Eddington AS (1920) Space, time, and gravitation. Cambridge U P;
French edition completed with an updated mathematical presentation of general relativity.
Hermann, Paris, 1921. See also: Special issue commemorating Einstein A (2005). Ann Phys
(Leipzig) 14:1–204
31. Chapman TC, Leiter DJ (1976) On the generally covariant Dirac equation. Am J Phys
44:858–862
32. Sachs M (1986) Quantum mechanics from general relativity. Reidel, Dordrecht
33. Macken JA (2013) The universe is only spacetime. http://www.onlyspacetime/home; see also:
Spacetime-based foundation of quantum mechanics and general relativity. Prog Theor Chem
Phys A (2015) 29:219–245; and private communication
34. Pavšič M (2001) The landscape of theoretical physics: a global view. Kluwer, pp 347–352.
See also: http://en.wikipedia.org/wiki/planck_units
The Dirac Electron and Elementary Interactions …
379