Chalnoth
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Albrecht and Iglesias looked at the implications of the fact that the time coordinate can be chosen arbitrarily on the laws of physics here:Dmitry67 said:1. Yes, in OUR universe stars are important, I know. But imagine Universe where energy is not conserved. Observers there can develop on isolated blobs of matter, they won't need a central star. Now say heavier elements in their chemistry are developed during thir BB (like some part of our helium) - et voila, they don't need stars
http://arxiv.org/abs/0805.4452
They found that if you take a random Hamiltonian as input (which is the equivalent of taking the laws of physics as being random and changing in time), then you can simply make a change to the time coordinate to get a Hamiltonian that is constant in time. And if you have a Hamiltonian that is constant in time, then you have conservation of energy (by Noether's theorem).
Basically the upshot is that you can't have a universe where energy isn't, in some sense, conserved.
As for big bang nucleosynthesis, the problem there is that the production of carbon is so obscenely slow compared to the production of lighter elements that it effectively can't happen in the early universe.
Like the BBN stuff, I'd have to look up the issues again, but I'm pretty sure that the existence of closed timelike curves leads to either contradictions or instabilities that make such a scenario impossible.Dmitry67 said:2. unlikely? or difficult to imagine? :)