Do you mean "the universe" or "the meta-verse" or "the multi-verse"?
Did the universe really come from nothing, aka ex nihilo or was the Buddha right when he said that the universe has no begining and no end?
What are the modern scientific views about the origin of the universe and what really happened before the big bang?
http://www.buddhanet.net/ans75.htm
http://www.parami.org/buddhistanswers/origin_of_the_world.htm
http://wiki.answers.com/Q/What_are_the_beliefs_of_the_origins_of_the_universe_in_Taoism
Do you mean "the universe" or "the meta-verse" or "the multi-verse"? (Hugh Everett)
Presumably, when the universe formed from an ensemble of some sort of inflaton point particles (Alan Guth) as a statistically inevitable child of an extremely excited field, possibly the gravitational field itself, its hyperbolic (proportional to 1/r) field began to collapse into a parabolic 1/r^2 one. That collapse continues to this day. But, the process is almost done. There cannot be an infinite amount of energy sequestered in the hyperbolic 1/r field that would be available to fuel acceleration of the expansion rate by such a transformation. Transition to a lower energy parabolic field must provide a distinctly limited supply of extra impetus. Surely, after 13.72 billion years, the mainspring has almost run down by now. The remaining potential energy is called Dark Energy.
Let us switch definitions of r. In the following, r is the rate of acceleration of expansion of the universe (or rotational acceleration around black-hole).
If the acceleration of the expansion rate is called a, and its present value is called P, then a = P at any given time, including the present. The simplest equation for the expansion rate’s effect on P would be an exponential decay expression, P = h
oe^(-rt), where h
o is an initial value for h, r is the rate of increase in this expansion and t is time.
We can get an estimate of a value for h
0 from Alan Guth’s formulation of the theory of simple inflation. The present values of both the expansion rate, P
1, and acceleration rate, r, is observable. We can set t = 1, for the present value of t. So, we can summarize all relevant observations with this simple equation or the associated exponential expansion equation, R = R
oe^(rt),where R is the putative instantaneous “radius” or scale factor of the universe.
The current value of the expansion rate is H
o, the Hubble “constant”, so P
1 = H
o.
Back to our original definiton of r (not R) as a radius or scale factor:
Exponential decay equations exhibit what is called a “dormancy” period or final plateau region. In this part of the discussion, here, r refers to distance from a center of rotation. Sorry. I missed the inconsistency in previous posts. I need a nicer symbol for the exponential period, another name for r. Maybe Cyrilic backward "R"? Lower case Cyrilic?
The hyperbolic 1/r curve levels off near zero and continues to subside gently almost linearly for an indefinite time. The equation for orbital acceleration around a galaxy, say, levels off to a constant, even at infinity, for a hyperbolic 1/r black-hole galactic gravitational field potential diagram. The current state of the universe itself may be consistent with this dormant period. The conclusion here is that acceleration of expansion may continue for a long time while slowly decreasing nearer to zero.
Does this imply that the universe may be rotating very very slowly right now? We cannot know. We would have to observe the universe from the outside, from the perspective of the meta-universe, to tell.
Yet, in other words, even with acceleration of the expansion rate, there does not necessarily have to be a “Big Rip” wherein the fabric of the cosmos is irreparably torn apart as expansion proceeds beyond a certain point.
Origins, emergence and eschatology are fertile fields for philosophers. This is why we scientists are sometimes called "Doctors of Philosophy", Ph.D.
Why sciforums.com does not provide for exponents, I cannot understand.