AMC
Some new two-weight ternary and quinary codes of lengths six and twelve
Liz Lane-Harvard Tim Penttila
Let $[n,k]_q$ be a projective two-weight linear code over ${\rm GF}(q)^n$. In this correspondence, 9 codes are constructed in which $k=3$.
keywords: strongly regular graph. two intersection set Projective two-weight linear code

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