Is a zero energy universe a consequence from FRWL equations

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The discussion centers on whether a zero energy universe arises from the Friedmann-Robertson-Walker (FRWL) equations and their relationship to Einstein's equations. It questions if FRWL equations are a subset of Einstein's equations and whether these frameworks allow for non-zero energy universes. Participants reference several academic papers to explore these concepts further. The implications of these equations on the nature of the universe's energy state are critically examined. Overall, the conversation seeks to clarify the foundational principles of cosmology as they relate to energy levels in the universe.
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In order to speed up an insight into this question, which I posed to myself, I try PF to give me one or more reactions.
My complete question is:
Is a zero universe a consequence of FRWL equations/solutions? Are FRWL equations/solutions a subset of the Einstein equations? If yes, to one or both questions, do Einsteins SR and or GR equations leave freedom for for non-zero energy universes? :frown:
 
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Not necessarily. Some papers to consider:

Birth of the Universe
http://zebu.uoregon.edu/~js/ast123/lectures/lec17.html

A Universe from Nothing
http://www.astrosociety.org/pubs/mercury/31_02/nothing.html

Simple quantum cosmology: Vacuum energy and initial state
http://arxiv.org/abs/gr-qc/0501014
 
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