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Originally Posted by predictionsarchive
Perhaps this does not exactly qualify as a mathematical proof, but it is kind of how I started thinking about an alternative big bang model...
Everyone is familiar with the balloon analogy in big bang theory. We picture a balloon that has galaxies and stellar objects drawn on its surface, and as it is blown up the distance between the galaxies increases. This is a 2d model of how our universe is expanding. In this model, we see the balloon expanding in a direction (outward) that is at right angles to the two spatial dimensions of the balloons surface. This causes objects on the surface to recede from one another, but this is simply a side effect of the expansion of the universe itself. One of the basic concepts in the science of motion is that forces that act at right angles to one another have no affect on each other. If we take the balloon analogy to be representative of the universe we live in, then we must conclude that gravity cannot affect the expansion of the universe itself. It acts at right angles to the direction in which the universe is expanding.
Maybe this is a gross oversimplification. Maybe the balloon analogy is not really how our universe works. But because the implications of gravity not slowing down the expansion of the universe are so great, I think cosmologists should to at least examine the simple harmonic universe model as it takes this into account. To my knowledge, no other cosmological model claims as one of its tenets that gravity is not affecting the expansion of the universe.
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Hi
predictionsarchive and welcome.
Cosmology is by necessity full of speculation because science can go only just so far at answering the questions. The body of scientific knowledge does not include a complete cosmology and we are left to speculate about what the missing reality is.
However if your cosmology is a complete departure from the point that science can and does go, then you have a large gap to fill with step by step speculation before you can begin to describe how your reality works.
It is true that the action of forces in the 2-D example is at right angles, but I can’t see how that can apply to reality, or to the expansion that we observe. It cannot be derived from the 2D example even though empirically in 2-D it looks that way. I’m not sure that the (3,1) 4-D model can even be visualized by the human mind

, but in simple 3-D, accelerating expansion is expressed by the increase in momentum of the change in separation of the galaxies moving way from each other in all directions, not just in two dimensions.
Before I can hope to understand the Simple Harmonic Cosmology I need to know how you cross the gap from the 2-D right angle anomaly with the 3-D observational reality?