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Strategies & Market Trends : ahhaha's ahs -- Ignore unavailable to you. Want to Upgrade?

To: dvdw© who wrote (7758)	3/15/2006 12:17:12 AM
From: ahhaha	Respond to of 24758

He's out of the loop. Adding to what he has revealed takes something else. One has to be at least at the cutting edge of theoretical physics, and then one has to go way beyond that. Consider Aristotle trying to figure out what made an automobile go. It wouldn't be possible. There's this whole mass of experience accumulated by civilization over the last 2000 years that makes the effort futile. To give you some idea of this in Lazar's case, Lazar makes claims which are inconsistent with currently known physics. Can ununpentium exist as a solid? Experiments at Dubna suggest it may be possible, but we have absolutely no way of creating enough 115 to show it will release gravitons under appropriate conditions. We don't know if gravitons exist, at least in their spin-2 form. All results from experiments like LISA have been null. It may not be possible to quantize the gravitic field, but what then is gravitational radiation? What do we mean when we say "gravity wave"? Lazar says gravity waves have unbounded velocity. Such a claim violates causality. No wave can travel with unbounded velocity. It's a contradiction in terms because any wave to be detectable in the physical universe must transfer energy. So does the gravitic field between the earth and sun transfer energy? No, it does not. It isn't a wave. So what we call gravity must have several forms. Maybe it has an infinite spectrum of forms or waves including a zero energy ground state that's disjoint with energy transference forms. A form of gravity may travel at 10^10 km/sec, but that's finite. If one could "thin" the continuum from a c-bounded vacua which was the first order ground state, we could produce higher order nth c-bounded vacuum states whose limiting velocity was proportional to cn. We could, in theory, pass matter through these vacua up to their limiting local Lorentz invariant velocity bounds. Across the entire spectrum Lorentz invariance is broken, but locally, in the nth c order, it's preserved. This enables a matter particle to keep all its quantum states when coming back down from higher orders where it was able to achieve superluminal velocities relative to its originating local metric patch. Indeed, the new local patch could be far away from the original patch depending on the changed velocity quantum state during presence in the higher order. What provokes the continuum to reveal these higher order vacua? Gravity waves.