2 problems

Let $q$ be a prime power and let $n>2$ be an integer. For the dual projective geometric code $\mathcal C_1(n,q)^\perp$, defined as the kernel over the prime-order subfield…

Bagchi–Inamdar's conjecture. The minimum-weight code words of $\mathcal{C}_{j,k}(n,p)^\perp$ are standard words, for $p$ prime.