High School Difference between an Einstein frame and a String frame?

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The "Einstein frame" refers to the standard Friedmann-Robertson-Walker (FRW) coordinates used in conventional cosmology, while the "string frame" involves a conformal transformation that rescales time and distance based on the dilaton field. This transformation varies with the dilaton's value and the number of dimensions in the string theory model. The dilaton field is time-dependent, leading to a conformal factor that also changes over time. The string frame is considered useful for string theory applications, although the specific advantages are not fully detailed in the discussion. Understanding these frames is essential for grasping the interplay between cosmology and string theory.
windy miller
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I have listening to talks come across the terms"Einstein frame" and "String frame" but am not at all clear what they mean. Can anyone give a layman's explanation as to what is theses phrases mean in the context of cosmology ?
 
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windy miller said:
I have listening to talks come across the terms"Einstein frame" and "String frame"

Can you give any specific references?
 
windy miller said:

From equations (2) and (3) in that paper, it looks like the "Einstein frame" is the usual FRW coordinates used in standard cosmology, and the "string frame" is a conformal transformation of those coordinates that rescales time and distance in a way that varies with the value of the dilaton field ##\phi## (and also depends on the number of dimensions ##N## in the underlying string theory, but that will be constant for a given model). Since the dilation field ##\phi## presumably varies with time, the conformal factor will also vary with time. Presumably this conformal transformation is convenient for string theory, but I am not familiar enough with string theory to know why.
 
PeterDonis said:
From equations (2) and (3) in that paper, it looks like the "Einstein frame" is the usual FRW coordinates used in standard cosmology, and the "string frame" is a conformal transformation of those coordinates that rescales time and distance in a way that varies with the value of the dilaton field ##\phi## (and also depends on the number of dimensions ##N## in the underlying string theory, but that will be constant for a given model). Since the dilation field ##\phi## presumably varies with time, the conformal factor will also vary with time. Presumably this conformal transformation is convenient for string theory, but I am not familiar enough with string theory to know why.
thanks
 

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