Frobenius number
= Frobenius number
{c}
{title2=$g(a_1,\ldots,a_k)$}
= Frobenius value
{c}
{synonym}
For <positive integers> $a_1,\ldots,a_k$ with <greatest common divisor> $1$, and with every $a_i>1$, the largest <integer> not expressible as a nonnegative <integer> <linear combination> of the $a_i$. For two <coprime> generators $a,b$, it equals $ab-a-b$.