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Shemesh
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Reexamination of the Real-Line
If any local R member is also a global scale factor on the entire real-line and this duality recursively defines R members, then the real-line is a fractal as I show here:
http://www.geocities.com/complementarytheory/Real-Line.pdf
Please show me what are the weak points here?
If any local R member is also a global scale factor on the entire real-line and this duality recursively defines R members, then the real-line is a fractal as I show here:
http://www.geocities.com/complementarytheory/Real-Line.pdf
Please show me what are the weak points here?
Matt Grime said:1. you begin with an if for a start, and don't prove that it is a non-vacuous case, but that could be hard because:
2. none of those terms are extant, ie known, or if they are you are using them in a way that is not understood by anyone else
words that need explanation:
local, member (but we presume you mean element), global, scale, factor, duality, fractal (you would need to prove that this statement is equiavalent to the statement R is a fractal)
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