constant-weight code
code where all nonzero codewords share the same Hamming weight
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constant-weight code
Summary
Key Facts
- constant-weight code's subclass of is recorded as code[1].
- constant-weight code's Freebase ID is recorded as /m/0gxtyp[2].
- constant-weight code's defining formula is recorded as \exists w\in\mathbb Z:\forall c\in C\setminus{0}: \text{wt}(c)=w[3].
- constant-weight code's Microsoft Academic ID is recorded as 197242373[4].
- constant-weight code's in defining formula is recorded as c[5].
- constant-weight code's in defining formula is recorded as C[6].
- constant-weight code's in defining formula is recorded as \text{wt}[7].
- constant-weight code's in defining formula is recorded as w[8].
- constant-weight code's in defining formula is recorded as \setminus[9].
- constant-weight code's in defining formula is recorded as {0}[10].
- constant-weight code's OpenAlex ID is recorded as C197242373[11].