Dat dare reenouned fizizizt, Tommy Phippz, be at it agin, eh, Erik?:
"...as Einstein showed, the two flashes are detected non-simultaneously (because of the train’s forward motion). Hence the “relativity of simultaneity”was established. Let us analyze this in some detail, continuing to restrict our attention to the first order…But suppose the physical propagation of the flashes was governed instead by the Galilean invariant (Hertzian) theory. In that case the light propagation velocity is not u = c , as we are accustomed to think, but instead is [aint fomattin rite], as shown above…
Thus we derive from Einstein’s train example exactly the opposite conclusion from the one he reached. Namely, we have shown that according to the Galilean invariant version of electromagnetic theory S deduces from his own observations that [aint fomattin rite]; so that R receives the flash signals from front and rear of the train simultaneously (and of course at the same train location along the track). S also perceived the same flashes as simultaneous. So, as this instance illustrates, simultaneity is absolute, if you make the right assumptions about light propagation. Because of the symmetry of relative motion, what R deduces from his observations will agree with what S deduces from his. In a Galilean invariant formulation of electromagnetism simultaneity is therefore a physical fact not altered by changes of inertial system viewpoint. Note that this conclusion rests primarily upon description of inertial transformations via (Galilean) invariant, instead of (Lorentz) covariant, mathematics. Our analysis here is valid only at first order, but the same conclusion is reached via a higher-order analysis, as has been shown elsewhere[6].
Are the assumptions we have made plausible? We have replaced covariance with invariance. Which is physics? Both involve form preservation under rival candidates to represent physical inertial transformations; thus both fit with a relativity principle. This circumstance brings out in starkly graphic relief the amazing fact that during a century nobody has felt dissatisfied enough with Einstein’s assumptions to look seriously into available alternatives. That is not the way real physics progresses. Historically, it is the way unreal physics progressed, for instance, during the period of the “dark ages” millennium in which scientists backed Ptolemaic assumptions by unanimous consensus. (The science was settled.) Are we entering a new dark age in physics?
Crucial Experiment: Maxwell’s non-invariant equations have here been identified as the underlying point of contention. Instead of being taken for granted, those equations deserve to be searchingly tested. Elsewhere I have shown[6] that a simple test of covariant Maxwell theory against invariant Hertzian theory can be accomplished by using the existing Very Long-Based Interferometry (VLBI) system (given validity of its claims to astrometric precision) to measure to second-order accuracy the figure of stellar aberration. Maxwell-Einstein covariant theory predicts one thing, Hertzian invariant theory (in its higher-order form[6]) predicts another. The experiment is crucial. It should have been done long ago…”
Not alla da simboz be kummin throo jizt rite, but ya kin seez dem fo yo own dam sef heea:
http://redshift.vif.com/JournalFiles/V1 ... 9N1PHI.pdfI don wanna deebatez nuthin witcha no mo on diz heea topic, kuz it alla wazte a time. Jizt pointin diz heea artiko out ta ya, kaze yo intrizted.
Phippz makez sum pointz werth konsidrin heea, but he aint rilly gittin down ta da fundamento sheeit in diz artiko likez he haz dun befo in udda artikoz. Da mo fundamento thang be diz heea: Da hole konsep a “rellativy a simotanaity” aint nuthin but a bogiz epiziko wich don’t korrespondz ta nuthin real. It jizt tryz, a la Berkly, Mach, an uddaz, ta ellavatez strikly subjektive feenomena ta da statiz a objektive reality.
Homey don’t playz dat.