Recent content by jdrudmin

  1. J

    Scaling Paradox: Differential Geometry & General Relativity

    Thank you. My comment about the preferred reference frame is a little embarrassing to me. There is nothing wrong with preferring a frame which matches geodesics closely. Furthermore, the distances which one measures in that frame are invariant with respect to metric, in that picking a...
  2. J

    Scaling Paradox: Differential Geometry & General Relativity

    Thx Re: Scaling Paradox. Thank you, Justin Levy. I wrote a lot because I wanted my paradox to be understood by someone who is new to differential geometry. Jargon can speed or impede communication. Your reply confirmed a suspicion of mine which I have not seen explicitly stated in a text...
  3. J

    Scaling Paradox: Differential Geometry & General Relativity

    Differential geometry (which includes general relativity) often introduces the length differential, expressed as ds2=gabdxadxb, to introduce the covariant form of the metric tensor gab. However, this formulation scales ds2 incorrectly. The appearance of an index as a superscript, as in dxa...
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