Something DA posted 'gave me to think.`
Given that the universe is curved, why do we assume
that time remains straight?
Consider a curved space, a sphere, (simplest case because doing this with a hyperbola would give me a headache), with time everywhere normal to space.
The observed redshift becomes a consequence of viewing time 'at a slant`.
Doesn't Hubbels Constant become a tangent function of distance for this configuration?
Could something like this explain the accelleration
recently observed in the expansion of space?
Before you tromp on this with both feet Al, remember where it was posted.