Stack Exchange network consists of 183 Q&A communities including Stack Overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers.
Consider a projective complex K3 surface $X$, then $|D|$$\lvert D\rvert$ contains only finitely many rational curves for any divisor $D$ on $X$.
What is the original reference for this result?
Consider a projective complex K3 surface $X$, then $|D|$ contains only finitely many rational curves for any divisor $D$ on $X$.
Consider a projective complex K3 surface $X$, then $\lvert D\rvert$ contains only finitely many rational curves for any divisor $D$ on $X$.
Consider a projective complex K3 surface $X$, then $|D|$ contains only finitely many rational curves for any divisor $D$.
