## English citations of *anticode*

**2004**Tuvi Etzion et al, "Optimal Tristance**Anticodes**in Certain Graphs" arXiv- An
**anticode**is optimal if it has the largest possible cardinality for its diameter*d*.

- An
**2010**Itzhak Tamo, Moshe Schwartz, "On the Size of Optimal**Anticodes**over Permutations with the Infinity Norm" [1]- We derive tight upper bound for the size of the optimal
**anticode**, which is equivalent of finding the maximum permanent of certain 0-1 matrices.

- We derive tight upper bound for the size of the optimal