SECOND PAPER ON STATISTICS ASSOCIATED WITH THE RANDOM DISORIENTATION OF CUBES

Abstract

Theoretical density functions are obtained for the angle of disorientation (the least angle of rotation required to rotate a cube into a standard orientation) and for MinΛ100〉 (the least of the nine acute angles between the edges of a cube and the edges of a fixed reference cube). These density functions and their cumulative distribution functions have been evaluated numerically.