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Have any studies or has any research been done suggesting a
correlation between dark matter and the other dimensions posited in Super String-Membrane (SS-M) theory? If those extra dimensions actually exist, and if the idea that they are "rolled up to less than a Planck length" is not an accurate assessment, maybe there is another explanation for all this. Start by imagining those other dimensions are actually a stack of planes, each of which is less than a Planck length thick. Imagine a deck of cards, each of which was less than a Planck length in thickness. Even if this deck of cards was comprised of an infinite number of cards the entire stack would not be discernable to us, from our spatial dimensions frame. Label our discernable spatial set as X, Y & Z. Then label another spatial set as W, X & Y. This second spatial set would share the X & Y dimensions with our spatial set but if the W dimension was comprised of an infinite stack of X-Y planes, each of which was less than a Planck length thick, we could not discern this other spatial set. Even though it was right here in our spatial set. Could this the explanation for dark matter? Comments, please. Gordon |
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On Sunday, December 14, 2014 9:13:11 AM UTC-8, Gordon wrote:
Have any studies or has any research been done suggesting a correlation between dark matter and the other dimensions posited in Super String-Membrane (SS-M) theory? If those extra dimensions actually exist, and if the idea that they are "rolled up to less than a Planck length" is not an accurate assessment, maybe there is another explanation for all this. Start by imagining those other dimensions are actually a stack of planes, each of which is less than a Planck length thick. Imagine a deck of cards, each of which was less than a Planck length in thickness. Even if this deck of cards was comprised of an infinite number of cards the entire stack would not be discernable to us, from our spatial dimensions frame. Label our discernable spatial set as X, Y & Z. Then label another spatial set as W, X & Y. This second spatial set would share the X & Y dimensions with our spatial set but if the W dimension was comprised of an infinite stack of X-Y planes, each of which was less than a Planck length thick, we could not discern this other spatial set. Even though it was right here in our spatial set. Could this the explanation for dark matter? Comments, please. Gordon Universe is expanding with accelerating motion. THat could easily be used to answer for MISSING Gravity. Keep in mind an electron accelerated to 99.999999999 of c weighs in at 70,000 times its rest mass. Let the imperial thinkers kick that around. TreBert |
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On Sunday, December 14, 2014 9:13:11 AM UTC-8, Gordon wrote:
Have any studies or has any research been done suggesting a correlation between dark matter and the other dimensions posited in Super String-Membrane (SS-M) theory? If those extra dimensions actually exist, and if the idea that they are "rolled up to less than a Planck length" is not an accurate assessment, maybe there is another explanation for all this. Start by imagining those other dimensions are actually a stack of planes, each of which is less than a Planck length thick. Imagine a deck of cards, each of which was less than a Planck length in thickness. Even if this deck of cards was comprised of an infinite number of cards the entire stack would not be discernable to us, from our spatial dimensions frame. Label our discernable spatial set as X, Y & Z. Then label another spatial set as W, X & Y. This second spatial set would share the X & Y dimensions with our spatial set but if the W dimension was comprised of an infinite stack of X-Y planes, each of which was less than a Planck length thick, we could not discern this other spatial set. Even though it was right here in our spatial set. Could this the explanation for dark matter? Comments, please. Gordon Gravities compression for on particles is almost not measurable,but best to keep in mind the number of particles in the universe. Now add that in and nothing is missing. Get the picture. TreBert |
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