2 problems

Fix $t$, and let $n$ be large enough that the parameters $m_2,\ldots,m_t$ defined by … where $c\in(-1,1)$ is chosen so that $\sum_i m_i=n+1$. Let $H$ be the Tanner-code parity-chec…

Let $(j_Z,j_X,k)$ be any balanced triple satisfying … The corresponding HA-side and MN-side classical constituent codes are the codes associated with this triple, and a balanced tr…