Re:Why Discrete Math Is Important
by dbcurtis on Tuesday January 23, 2018 @11:23AM
(#16214735)
Would you concede that the Planck length is a good approximation of the smallest measurable length in the universe?
[ Parent
| on HN ]
Re:Why Discrete Math Is Important
by JoeAltmaier on Tuesday January 23, 2018 @11:31AM
(#16214811)
The change in radius of a black hole when 1 bit of information is added is much smaller than 1 Planck length.
The Planck length is just a convenient unit of measure in physics. It has no relevance to limits of space or time at all.
Here's an article on the subject:
https://www.quora.com/Is-there-anything-smaller-than-a-Planc...
Interesting. I am now better informed.
Why would the Planck length be the smallest measurable length in the universe?
Edit: To be more clear: Is there a theoretical reason why the Planck length would approximate the smallest measurable length?