论文标题
特殊的均匀曲线
Special homogeneous curves
论文作者
论文摘要
我们对所有特殊的均匀曲线进行了分类。一个特殊的同质曲线$ \ MATHCAL {h} $由级别的双曲点的连接组件组成的组成的组成部分集合$ \ {h = 1 \} $在两个真实度中的多项式$ h $的两个真实变量，至少三个，至少三个，并承认$ g g \级$ g \ subset $ g \ subsep $ g \ subsep \ math} glmmmrmm { $ \ Mathcal {H} $通过线性坐标更改起作用。
We classify all special homogeneous curves. A special homogeneous curve $\mathcal{H}$ consists of connected components of the hyperbolic points in the level set $\{h=1\}$ of a homogeneous polynomial $h$ in two real variables of degree at least three, and admits a transitive group action of a subgroup $G\subset\mathrm{GL}(2)$ on $\mathcal{H}$ that acts via linear coordinate change.
