Series OA(64; 3; 4^22^a)

Series OA(64; 3; 422a)

This page contains information about the GWLP (generalized word length pattern) of the GMA design in a class. The results have been generated with the Orthogonal Array package.

Number of arrays

Case Number of arrays Best GWLP
OA(64; 3; 4222) 12 1.00,0.00,0.00,0.00,0.00 (1 array)
OA(64; 3; 4223) 267 1.00,0.00,0.00,0.00,0.00,1.00 (2 arrays)
OA(64; 3; 4224) 13903 -
OA(64; 3; 4225) 104949 -
OA(64; 3; 4226) 175297 -
OA(64; 3; 4227) 151708 -
OA(64; 3; 4228) 138825 -
OA(64; 3; 4229) 83409 -
OA(64; 3; 42210) 35807 -
OA(64; 3; 42211) 10030 -
OA(64; 3; 42212) 2159 -
OA(64; 3; 42213) 0 -
OA(64; 3; 42214) 0 -
OA(64; 3; 42215) 0 -
OA(64; 3; 42216) 0 -

Image

Raw processing file

Design: 64.4-4-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2
k 4: 12 arrays
k 5: 267 arrays
k 6: 13903 arrays
k 7: 104949 arrays
k 8: 175297 arrays
k 9: 151708 arrays
k 10: 138825 arrays
k 11: 83409 arrays
k 12: 35807 arrays
k 13: 10030 arrays
k 14: 2159 arrays
k 15: 0 arrays
k 16: 0 arrays
k 17: 0 arrays
k 18: 0 arrays
Time: 52400.0 [s] [Cray]
Strength: 3