  We construct error correcting nonlinear binary codes using a construction of
Bose and Chowla in additive number theory. Our method extends a construction of
Graham and Sloane for constant weight codes. The new codes improve 1028 of the
7168 best known h-error correcting codes of wordlength at most 512 and h at
most 14. We give assymptotical comparisons to shortened BCH codes. Tables of
new lower bounds for "A(n,d)" are included.
