The discussion revolves around the concept of Scale Relativity, an extension of Einstein's principle of relativity. Participants explore its theoretical implications, mathematical foundations, and the credibility of associated arguments, focusing on both its potential and perceived shortcomings.
Participants exhibit disagreement regarding the validity and robustness of Scale Relativity, with some expressing strong doubts about its mathematical foundations while others acknowledge its potential. The discussion remains unresolved with multiple competing views present.
Participants highlight limitations in the arguments presented, including concerns about the reliance on statistical fits and the nature of the mathematical relationships involved. There is also a noted dependence on the interpretation of the Wikipedia article, which some participants find problematic.
nicky nichols said:Looking through Notalle's papers, I feel that this a combination of mathematical handwaving and lion hunting. Far too many of the arguments depend upon a contrived combination of syncretic analysis of algebraic structure plus a derived statistical fit. This leads me to believe that this is a form of algebraic numerology based upon a superficial numerical quoitient geometric relationship between e and pi as is described by considering the curlicue thermodynamics of the spiral logarithm.
I am not a professional theoretical physicist, but I personally strongly suspect that nature would deliberately avoid such a scheme as it appears to be littered with potential imperfection sensitivity and instability. Surely, the reason why we have a variety of dynamics each associated with a particular range, is to safeguard the physics of the universe and what it does.