Show that the set of indices i = 1, ... , a, j = 1, ... ,
Question:
Show that the set of indices i = 1, ... ,
a, j = 1, ... , a, and k = (i + j + a - 1) mod(
a) determines a Latin square design.
Hint: Recall that tmod
(a) is t modulo a and is defined as the remainder when t is divided by a.
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