|
2 | Fixed spelling and grammar | ||
curves which Curves whose stable reduction dose reductions do not contain rational curvesLet $X$ be a smooth projective curve over $K:=K(A)$. $A$ is a strict henselian ring, $A/m=k=\bar k$. Suppose $\cal X$ is a stable model of $X$, ${\cal X}_{s}$ is the special fiber. My question is: what is are the conditions of on $X$ so that the $\cal X_{s}$ dose does not contain any rational curves? |
||||
|
|
1 |
|
||
curves which stable reduction dose not contain rational curvesLet $X$ be a smooth projective curve over $K:=K(A)$. $A$ is a strict henselian ring, $A/m=k=\bar k$. Suppose $\cal X$ is a stable model of $X$, ${\cal X}_{s}$ is the special fiber. My question is: what is the conditions of $X$ that the $\cal X_{s}$ dose not contain any rational curves?
|
||||
