M-p-c set
= M-p-c set
{title2=$(m,p,c)$-set}
An $(m,p,c)$-set with generators $z_1,\ldots,z_m$ consists of all positive integers of the form
$$
cz_j+\sum_{s>j}\lambda_s z_s,
\qquad |\lambda_s|\leq p.
$$
= M-p-c set
{title2=$(m,p,c)$-set}
An $(m,p,c)$-set with generators $z_1,\ldots,z_m$ consists of all positive integers of the form
$$
cz_j+\sum_{s>j}\lambda_s z_s,
\qquad |\lambda_s|\leq p.
$$