Difference between revisions of "Potter's equation"
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For an NxNxN Rubik's cube, the number of face cubes (R) is equal to: | For an NxNxN Rubik's cube, the number of face cubes (R) is equal to: | ||
: [[File:Potter.png|300px]] | : [[File:Potter.png|300px]] | ||
| + | |||
| + | Where [[File:Delta.png|25px]] is the Kronecker delta function. | ||
== Notes== | == Notes== | ||
Revision as of 21:19, 12 July 2011
Potter's equation is a mathematical formula which computes the number of face cubes in a Rubik's cube of any size.
Equation
For an NxNxN Rubik's cube, the number of face cubes (R) is equal to:
Where 
is the Kronecker delta function.
Notes
- Potter’s Equation applies in all cases where N > 1. Obviously, the N = 1 case is trivial, as is the N = 0 case, though actually solving a 0*0*0 Rubik’s Cube presents a number of practical challenges, even for advanced Cubists. Attempting to solve a Rubik’s Cube where N < 0 is extremely dangerous, you could conceivably be thrown into a strange and highly disconcerting hyper-universe with no obvious way to return. WARNING! DO NOT ATTEMPT TO SOLVE A NEGATIVE-N RUBIK’S CUBE WITHOUT PROFESSIONAL TRAINING!
- Potter’s Equation is in no way related to Harry Potter.
