Double Arrays, Triple Arrays and Balanced Grids with v=r+c - 1

In Theorem 6.1 of [3] it was shown that, when v = r + c - 1, every triple array TA(v, k, rr, cc, k : r ? c) is a balanced grid BG(v, k, k : r?c). Here we prove the converse of this Theorem. Our final result is:

• Type: Conference
• Year: 2005
• Where: DCC
• Authors: John P. McSorley
• Keywords: Balanced Grid Bg(v, Computer Graphics, DCC 2005