Some Mathematical and Physical Errors of Wald on General Relativity

Authors

  • Dr. C. Y. Lo

einstein’s equivalence principle; dynamic solutions, principle of causality; mathematica l analysis 0420-q, 0420cv

Abstract

In spite of including crucial errors, Wald's book has become a standard reference, in part, because the 1993 No-bel Prize Committee for physics made the same mist-akes. He also has circumvented some errors of Misner, Thorne and Wheeler, but he still fails to understand Einstein's equivalence principle. Moreover, he maintains the major common errors, the existence of dynamic and wave solutions for the Einstein equation, and thus also the claimed validity of linearization for weak gravity and the perturbation approach. Another problem is that he failed to see the invalidity of Einstein's covariance principle in physics. This is due to that in spite of his being additionally cautious, Wald was often not able to tell the difference between mathematics and physics. Although his main errors have been shown in the literature, some theorists may not have the mathematical background or the time to go though these.

How to Cite

Some Mathematical and Physical Errors of Wald on General Relativity. (2013). Global Journal of Science Frontier Research, 13(7), 1-9. https://journalofscience.org/index.php/GJSFR/article/view/

References

Sean Carroll (2003) An Introduction to General Relativity: Spacetime and Geometry.

Gullstrand (1921) 16(8).

A. Gullstrand (1922) 17(3).

A. Einstein (1954) The Meaning of Relativity (Princeton Univ.

R. Wald (1984) General Relativity (The Univ.

C. Misner, K. Thorne, J. Wheeler (1973) Gravitation (Freeman, San Francisco, 1973).

C. Lo 23.

C. Lo (2005) 18(4), 547-560.

C. Lo 12.

C. Lo (1995) Editor S. 455, 421.

C. Lo (2000) 13(4), 527-539.

N. Hu, D. Zhang, H. Ding Acta Phys.

C. Lo (2006) 306, 205-215.

C. Lo (2011) 8, 354-362.

A. Einstein, Sitzungsberi, Preuss (1918) 1, 154.

H. Bondi, F. Pirani, I. Robinson (1959) 251, 519-533.

C. Lo (2008) International Meeting on Physical Interpretation of Relativity Theory, Imperial College, London, Sept.

C. Lo

C. Lo (2008) 27D(1), 1-15.

R. Penrose (1965) 37(1), 215-220.

Liu Y., P. Zhou Scientia Sincia (Series A).

C. Lo (1997) 10.

K. Thorne (1994) Black Holes and Time Warps (Norton, New York, 1994), p. 105.

W. Pauli (1971) Theory of Relativity (Pergamon Press, London, 1971).

H. Ohanian (2008) Einstein's Mistakes: The Human Failings of Genius (Norton, New York, 2008).

Albert Einstein (1998) Einstein's Miraculous Year. 118. https://doi.org/10.1515/9781400818211

C. Lo (2012) GJSFR. 12.

J. Hogarth (1953) Ph. D. Thesis.

R. Schoen, S. Yau Commun. 79.

E. Witten, Commun. Phys (1981) 80, 381-402.

C. Lo (2006) Completing Einstein's Proof of E = mc2. 4, 14-18.

A. Whitehead (1962) The Principle of Relativity (Cambridge Univ.

Zhou Pei-yuan (1987) Further Experiments to Test Einstein's Theory of Gravitation. 110-116.

C. Lo Bulletin of Pure and Applied Sciences- Physics. 26. https://doi.org/10.52710/bpas-phy

J. Norton (1989) What was Einstein's Principle of Equivalence?. 1.

J. Jackson (1962) Classical Electrodynamics.

S. Weinberg (2000) The Quantum Theory of Fields (Cambridge University Press, Cambridge, 2000).

C. Yang, R. Mills (1954) 96, 191.

Ron Shaw, Ph. D. thesis, Cambridge University (1955)

S. Weinberg (1972) Gravitation and Cosmology. 69, 251-273.

A. Pais (1996) Subtle is the Lord.

Demetrios Christodoulou, Sergiu Klainerman (1993) The Global Nonlinear Stability of the Minkowski Space (PMS-41). https://doi.org/10.1515/9781400863174

C. Lo, David Chan, Richard Hui David P.

H. Lorentz (1900) 8, 603.

Hans Ohanian, Remo Ruffini (1994) Gravitation and Spacetime. https://doi.org/10.1017/cbo9781139003391

M. Born (1968) The Born-Einstein Letters. 125.

A. Einstein, N. Rosen (1937) 223, 43.

C. Lo (1996) Proc. 7th Marcel Grossmann Meeting On Gen. Relat.

Some Mathematical and Physical Errors of Wald on General Relativity

Published

2013-02-18

How to Cite

Some Mathematical and Physical Errors of Wald on General Relativity. (2013). Global Journal of Science Frontier Research, 13(7), 1-9. https://journalofscience.org/index.php/GJSFR/article/view/