Considering massive particle with K is a constant specifying the spatial curvature =0 would the dependence of a (t) scale factor of energy and momentum still holds? k is a constant specifying the spatial curvature and a(t) is the scalefactor
Considering massive particle with K is a constant specifying the spatial curvature =0 would the dependence of a (t) scale factor of energy and momentum still holds? k is a constant specifying the spatial curvature and a(t) is the scalefactor
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![Considering massive particle with K is a
constant specifying the spatial curvature =0
would the dependence of a (t) scale factor
of energy and momentum still holds? k is a
constant specifying the spatial curvature
and a(t) is the scalefactor](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F96804df3-4ee5-4ad9-afd0-3c523f71fd96%2Ff35987bc-eef3-4b59-a210-ec5c019f58e9%2Fe4buo2e_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Considering massive particle with K is a
constant specifying the spatial curvature =0
would the dependence of a (t) scale factor
of energy and momentum still holds? k is a
constant specifying the spatial curvature
and a(t) is the scalefactor
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