Monatshefte für Mathematik, 132 (2001), 99-103.
A link between the theory of error-correcting codes and (t,m,s)-nets leads to the efficient construction of two families of very good ternary nets. These have parameters (4r-4,4r,(32r+1)/2) (for all r›= 2) and (2r-4,2r,(3r-1)/2) (for all odd r›= 3). The underlying codes are cyclic codes.
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