Crypto consequences of dimensionless constants changing their values over time?
This bugs me. Since 2009 it is known that the value of the dimensionless constant Pi changes over time: https://arxiv.org/abs/0903.5321 [1] Personally don't care about the curvature of space, time and whatever other dimensions, as long as macro objects and concepts keep their _usual_ properties. The end of [1] claims that "the values of the integers could vary with time". This is clearly crypto related, possibly worse than Row Hammer. Are there crypto consequences of dimensionless constants changing their values over time?
From: Georgi Guninski <guninski@guninski.com>
This bugs me.
Since 2009 it is known that the value of the dimensionless constant Pi changes over time: https://arxiv.org/abs/0903.5321 [1]
That's a FUNNY article!!! Seriously, however, there are indeed examples of fundamental physical "constants" which may vary over time. http://io9.gizmodo.com/5642233/ask-a-physicist-is-the-fine-structure-constan... One minor motivation to develop really precise clocks, accurate to 1 part in 10**18 (Ytterbium lattice clocks, for one example https://en.wikipedia.org/wiki/Atomic_clock ) is that it is possible that two different such clocks (each using a different type of atom), a few meters apart on a desktop, could show a variation in rate over a reasonable period of time, say a month or a year. × Put more simply, suppose you could compare the frequency of two such clocks, with different types of atoms, and express that result to a precision of one part in 10**18. A month or a year later, you do the same comparison, you might discover that the ratio of frequencies are different by a few parts in 10**18, or perhaps much larger. This would be a laboratory verification of a recent astronomical observation, a one-part-in-100,000 change over a period of 6 billion years: http://www.physicscentral.com/explore/action/constant.cfm If that rate of change were constant, it would be one part in 600 trillion per year. If an equivalent laboratory variation rate could be compared to a precision of 10**18, that would be 1600 units per year, or 133 per month, or perhaps 4 per day. × × Jim Bell
participants (2)
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Georgi Guninski
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jim bell