On degrees and genera of curves on smooth quartic surfaces in P3
On degrees and genera of curves on smooth quartic surfaces in P3
复制标题
P3中光滑四次曲面上曲线的度和属
作者：
S. Mori
我们的结果是由Gruson和Peskin关于P3中非奇异曲线的度d和亏格g对的特征的结果[GP]激发的。在最后一步中，他们在奇异四次曲面上构造所需的曲线C，当这里我们考虑光滑四次曲面上的曲线。
Our result is motivated by the results [GP] of Gruson and Peskin on characterization of the pair of degree d and genus g of a non-singular curve in P3. In the last step, they construct the required curve C on a singular quartic surface when Here we consider curves on smooth quartic surfaces.