论文标题
飞机的新一类可集成地图：带有相关曲线的manin变换
New Class of Integrable Maps of the Plane: Manin Transformations with Involution Curves
论文作者
论文摘要
对于立方铅笔，我们定义了涉及曲线的概念。这是一条曲线，它与铅笔的一个非基准点相交。相关曲线可用于构建平面的可集成图，这些图将不变的立方铅笔留下。
For cubic pencils we define the notion of an involution curve. This is a curve which intersects each curve of the pencil in exactly one non-base point of the pencil. Involution curves can be used to construct integrable maps of the plane which leave invariant a cubic pencil.
