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in regards to the quantum "resting points" of a particular particle's value being of a discrete quantum value, I say that there is a finite period of time between value changes. This period is the plank-length of time, or minimum period of time allowable in this universe, and is (currently) immeasurable, and a smaller period of time cannot exist in physical reality. This period is perhaps equivalent to the other three identifiable superluminal speeds of 1. straight-line gravitational effects between orbiting bodies 2. speed of entanglement failure regardless of positions of said particles 3. speed of early universe's expansion rate due to inflation....edd


what establishes this value change rate limitation has to do with the smallest theoretical fractions being calculated in a data stream from one value to the next, with all theoretically possible values between the "resting" values necessarily being calculated. Since the speed of each individual calculation has it's own finite limit, this suggests a finer component of time (in a theoretical sense) than is available to the physicaly real universe (plank-time interval). I suggest that this data stream is the "strings" of string theory and therefore exist at the boundary between the theoretical universe (the maths) and extant reality. Each data bit of the accordant string is the next calculated resultant from the previous calculation, and a starting point for the next calculation, in the math's quest to arrive from one value "resting point" or quantum value to the next....edd


perhaps this entry should be removed to it's own thread with a title of "small details as to quantum value changes" (thank you mr. moderator)

Edited by hoola

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