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![]() At sci.physics.research, theoretical physicist AN commented: "Because the proton is so much bigger, it makes a much better target than an electron. The proton charge radius is known experimentally, but cannot at present be derived from the standard model. " Although the "standard model" cannot "at present" be usd to derive a definitive value for the proton charge radius, there is a new cosmological paradigm called the Discrete Self-Similar Cosmological Paradigm that has already derived the proton's charge radius from first principles. The DSSCP uses the Kerr-Newman solution of General Relativity, a bit of Quantum Mechanics (quantization of angular momentum), and the self-evident discrete self-similarity of nature to correctly retrodict the radius and mass of the proton. You can find this result and quite a bit more in the following paper, which has just been published in the Journal of Cosmology, Vol. 6, 2010. http://arxiv.org/ftp/astro-ph/papers/0701/0701006.pdf Why can't the monumental Ptolemaic glass-bead game known as the "standard model" derive something as basic as the proton's charge radius? Why can the DSSCP accomplish this task with such ease? I think I know the answers to these two questions, but I am hoping you will confirm those answers for yourselves. Do we need a new unified paradigm for all of nature, from the smallest elementary particles to the largest superclusters of galaxies? Oh, yeah! RLO www.amherst.edu/~rloldershaw |
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