Article Number : 278
Access : 8993
Lines : 32
<IFRAME src="http://theology.co.kr/classic/minerva.html" width=100 height=150 frameborder=0 scrolling="no"></IFRAME><table border="0" cellpadding="0" cellspacing="0" width=100% bgcolor="white" leftmargin="0" topmargin="0"><tr><td width=140></td><td width=430><font color=black><p style=font-size:9pt;4cm;line-height:13pt;><FONT FACE="Verdana,Times" size="6"><div align="justify">|
Whitehead's Principle of Relativity - Unpublished Lectures by J. L. Synge, FRS
Authors: John Coleman
(Submitted on 4 May 2005 (v1), last revised 19 May 2005 (this version, v2))
Abstract: In Appendix B, there is a proposal about the Limb Effect which could be of great significance for Solar Physics.
In his PRINCIPLE OF RELATIVITY, Cambridge University Press, 1922 (republished Dover, 2004) A. N. Whitehead, making no use of ''curved'' space-time, derived the same values as Einstein for the red-shift, perihelion advance and the deflection of light. Synge expounds Whitehead's arguments in modern notation making it more accessible for contemporary Physicists but also obtains the Shapiro retardation of electromagnetic radiation by a gravitational field. Synge compares Einstein's GRT and Whitehead's PR, finding the observational evidence equally strong for both theories. He alluded to Whitehead's prediction of a Limb Effect remarking that to pursue its consequences would require a knowledge of QM which did not exist in 1922. Possibly this was not done because of physicist's Obsession with GRT since 1919. Comments:
50 pages including controversial remarks by Editor, John Coleman, in Preface; Prof. Synge's Lectures; Appendix A, Limb Effect; Appendix B, Six Figures. Irrelevant half of page 1 removed; Naming of Figures corrected; some typos remain
General Physics (physics.gen-ph); General Relativity and Quantum Cosmology (gr-qc); History of Physics (physics.hist-ph)
From: John Coleman [view email]
[v1] Wed, 4 May 2005 18:28:01 GMT (53kb)
[v2] Thu, 19 May 2005 13:04:11 GMT (53kb)
Which authors of this paper are endorsers?
Link back to: arXiv, form interface.
<img src=http://theology.co.kr/image/icon/link-icon.gif> <a href=> </a>