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| Tags: continuity |
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#1
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all physics teachers and lecturers should make clear to their students
that nothing physical, such as time, the spectrum of electromagnetic waves and so forth, can be shown to be continuous. it is not possible to show that something is continuous by measurement because of the dependence on infinity in the definition of continuity. to many people seem to take for granted that time is continuous, same thing with the spectrum of light. they should instead say that everything is probably quantized or something like that. |
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#2
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#4
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#5
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On a sunny day (29 Sep 2005 09:31:27 -0700) it happened "Mark Martin"
wrote in .com: Is space-time discrete? Maybe. Maybe not. Do you have a fact-based theory which requires discrete space-time, and is in a testable form? Oh yes, on my digital clock time increments in one minute quanta :-) |
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#6
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.. Why do you assume everything is discrete? Why do you assume that because the energy spectra of bound particles (or quasiparticles) is discretized, it must follow that other quantity is similarly discretized? Just beacuse we can define a unit of time or space (Planck time, Planck length) that does not mean that time or space is discrete, just that the quantum picture is not adequate to discribe features smaller than these units. If all you had to describe length was an unmarked meter stick, you would not assume that sub-meter lengths do not exist. Same for a clock with a period of 1 second. what about superstrings ? are they discrete or continuous ? are they still taken seriously ? |
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#7
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Jan Panteltje wrote: On a sunny day (29 Sep 2005 09:31:27 -0700) it happened "Mark Martin" wrote in .com: Is space-time discrete? Maybe. Maybe not. Do you have a fact-based theory which requires discrete space-time, and is in a testable form? Oh yes, on my digital clock time increments in one minute quanta :-) Mygodyourright!!! ![]() -Mark Martin |
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#8
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wrote:
all physics teachers and lecturers should make clear to their students that nothing physical, such as time, the spectrum of electromagnetic waves and so forth, can be shown to be continuous. Gravitation. Time. it is not possible to show that something is continuous by measurement because of the dependence on infinity in the definition of continuity. to many people seem to take for granted that time is continuous, same thing with the spectrum of light. they should instead say that everything is probably quantized or something like that. Yeah, "or something like that." Both time and gravitation are continuous in all measurements until demonstrated otherwise. Quantized bounce heights of cryogenic neutrons are Fermi-exclusion stacking of neutron energies in a gravitational well. -- Uncle Al http://www.mazepath.com/uncleal/ (Toxic URL! Unsafe for children and most mammals) http://www.mazepath.com/uncleal/qz.pdf |
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#9
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blackboab wrote:
. Why do you assume everything is discrete? Why do you assume that because the energy spectra of bound particles (or quasiparticles) is discretized, it must follow that other quantity is similarly discretized? Just beacuse we can define a unit of time or space (Planck time, Planck length) that does not mean that time or space is discrete, just that the quantum picture is not adequate to discribe features smaller than these units. If all you had to describe length was an unmarked meter stick, you would not assume that sub-meter lengths do not exist. Same for a clock with a period of 1 second. what about superstrings ? are they discrete or continuous ? are they still taken seriously ? I haven't the slightest idea. I presume the bound states are quantized. -- Andrew Resnick, Ph.D. Department of Physiology and Biophysics Case Western Reserve University |
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#10
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Andy Resnick wrote:
Everything is not discrete: the energy spectrum of a free particle is continuous in quantum mechanics. Continuum mechanics, quantum electrodynamics and general relativity all postulate continuous (in space,time and momentum) fields, AFAIK. continuous how? Given energies have given lengths. Why do you assume everything is discrete? Why do you assume that because the energy spectra of bound particles (or quasiparticles) is discretized, it must follow that other quantity is similarly discretized? Just beacuse we can define a unit of time or space (Planck time, Planck length) that does not mean that time or space is discrete, just that the quantum picture is not adequate to discribe features smaller than these units. If all you had to describe length was an unmarked meter stick, you would not assume that sub-meter lengths do not exist. Same for a clock with a period of 1 second. http://groups.google.com/group/sci.p...365b26703d0632 Where there are no forces, there is nothing and nothing to be continuous about. Being that there is no weaker force than gravity (look up "New Model") to set a biggest resonant scale (look up "Planckian fun"), there is nothing smaller except in principle. -Aut |
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