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| Tags: purpose, quantizing, space |
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#1
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The only purpose so far is to make space physics match
that of matter's or the "Quantum." I say space-time is a continuum and that will never change. I say gravity that is a continuum. Mitch Raemsch -- Light Falls -- |
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#2
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"Nick" I say space-time is a continuum and that will never change. It is a postulate that physical space is continuos, it can never be shown experimentally. If it is discrete, then someone will one day measure the discreteness. Aage |
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#3
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Aage Andersen (REMOVE) wrote: "Nick" I say space-time is a continuum and that will never change. It is a postulate that physical space is continuos, it can never be shown experimentally. If it is discrete, then someone will one day measure the discreteness. 'Continuous' versus 'discrete' are apparently irreconcileable hypotheses. Only an experimental test designed to observe the universe in a way in which the logical consequences of the two hypotheses differ will decide the issue conclusively. Until then, the Principle of Parsimony (aka 'Ockham's Razor') will dictate the application of the hypotheses in a purely utilitarian manner. To wit, since there is absolutely no measurable difference *so far* between the two hypotheses, the _simpler_ one (i.e. continuous space-time) shall prevail. It should be pointed out, however, that *ALL* experimental evidence supporting quantization of physical phenomena so far is applicable to the properties of particles (charge, angular momentum, spin magnetic moment, etc.), and *not* to the properties of a space devoid of particles. Tom Davidson Richmond, VA |
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#4
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"Nick" wrote in message ups.com... The only purpose so far is to make space physics match that of matter's or the "Quantum." The purpose of quantizing space is to keep you out of the best places. Dirk Vdm |
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#5
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Aage Andersen (REMOVE) wrote: "Nick" I say space-time is a continuum and that will never change. It is a postulate that physical space is continuos, it can never be shown experimentally. Why can't it ever be shown experimentally? If it is discrete, then someone will one day measure the discreteness. Aage |
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#6
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Aage Andersen (REMOVE) wrote: "Nick" I say space-time is a continuum and that will never change. It is a postulate that physical space is continuos, it can never be shown experimentally. If it is discrete, then someone will one day measure the discreteness. Aage That is partially correct. Penrose, Smolin, Wheeler and others have proposed some models that do not rely on that postulate. In the end, the confrontation of the *predictions* of those models against experiment will be the only thing that determines which postulates are correct. It may not be necessary (or indeed possible) to validate the postulate directly. Note the parallel with one-way light-speed measurements, and how the SR postulates replaced the earlier postulates of the independence of space and time and absoluteness of simultaneity. PD |
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#7
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Aage Andersen (REMOVE) wrote: "Nick" I say space-time is a continuum and that will never change. It is a postulate that physical space is continuos, it can never be shown experimentally. If it is discrete, then someone will one day measure the discreteness. Aage How exactly are we going to measure the smallest amount? How will we know that it is? |
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#8
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"Nick" How exactly are we going to measure the smallest amount?How will we know that it is? You will never know. It is a new postulate that it is the smallest. Aage |
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#9
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"Schoenfeld" Why can't it ever be shown experimentally? A theory of discrete physical space probably will include a universal constant of dimension length. For continous space this constant will be exactly zero, but every measurement have uncertainty, so you can't measure it is exact zero Aage |
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#10
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Aage Andersen (REMOVE) wrote: "Schoenfeld" Why can't it ever be shown experimentally? A theory of discrete physical space probably will include a universal constant of dimension length. For continous space this constant will be exactly zero, but every measurement have uncertainty, so you can't measure it is exact zero Quantum Mechanics takes place over a continuous space. The observables which you can't measure arbitrarily precisely past some scale does imply that space is quantized or that those entities are quantized in nature. If you try to measure the frequency spectrum of some wave over a period of time delta_t it becomes less accurate as delta_t gets smaller. What is the frequency spectrum of a wave at some point in time? THAT is the relationship Heisenberg's relation describes between conjugate variables, not one of discreteness. Aage |
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