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Binary linear [n,k] codes that are proper for error detection are known formany combinations of n and k. For the remaining combinations, existence ofproper codes is conjectured. In this paper, a particular class of [n,k] codesis studied in detail. In particular, it is shown that these codes are properfor many combinations of n and k which were previously unsettled.

A class of punctured simplex codes which are proper for error detection