28 Oct
2011
28 Oct
'11
9:22 a.m.
Given an arbitrary triangle T in R^2, characterize p in R^2 such that the sum of distances S(p) := d(p, L_1) + d(p, L_2) + d(p, L_3) is minimized, where the L_j are the affine lines containing the sides of T. --Dan "Things are seldom what they seem." --W.S. Gilbert