Dear Avtar:
Your response has clarified your position a lot for me, but there are two points I think I can clarify further. First, standard cosmology does not `[deviate] from predictions of the supernova observations resulting in the unexplained and paradoxical dark energy'; rather, the Nobel prize winning observation was that a parameter of the standard model that had been presumed to be zero---viz. Lambda---is actually positive (as it should be, I think, for reasons I've argued in my essay). The flat LambdaCDM model agrees extremely well with the supernova observations---only with different parameters than were expected.
The second point is really key to truly understanding the expansion scenario, which I think you're still not quite grasping. The cosmological redshifts are not thought to be due to relativistic effects or recessional velocities through space. Rather, cosmological redshifts are thought to result from the expansion of space through which the photons are moving, causing them to continuously lose energy in transit. This has been confirmed by the fact that thousands of distant quasars, galaxies, and supernovae have been observed with redshifts *greater than 1*. In fact, the largest confirmed redshift is greater than 8. But rather than taking this to imply that these objects are actually moving away from us faster than the speed of light, we interpret cosmological redshifts within the context of the standard model, as resulting from the expansion of maximally symmetric space where comoving observers actually remain always at rest---i.e., at constant spatial coordinates in the metric
[math]ds^2=-dt^2+a(t)^2d\Sigma^2,[/math]
where [math]d\Sigma[/math] describes three-dimensional maximally symmetric space and a(t) is the scale-factor that multiplies it throughout the course of cosmic time.
I hope this is helpful to you.
Sincerely,
Daryl