Two-generator Frobenius theorem
= Two-generator Frobenius theorem
For <coprime> <integers> $a,b>1$, the <Frobenius number> is $ab-a-b$. Every larger <integer> is a nonnegative <integer> <linear combination> of $a,b$.
= Two-generator Frobenius theorem
For <coprime> <integers> $a,b>1$, the <Frobenius number> is $ab-a-b$. Every larger <integer> is a nonnegative <integer> <linear combination> of $a,b$.