论文标题
在具有真实代数品种的非语言真实基因座的亚地区
On the subvarieties with nonsingular real loci of a real algebraic variety
论文作者
论文摘要
令$ x $成为一个平稳的投射真实代数品种。我们在近似$ x $的实际基因座的真实位置的$ x $的submanifold的问题上给出了新的正面和负面结果，以及确定由subvarieties与非单向真实位置或空旷的真实位置的$ x $产生的$ x $的亚组的问题。
Let $X$ be a smooth projective real algebraic variety. We give new positive and negative results on the problem of approximating a submanifold of the real locus of $X$ by real loci of subvarieties of $X$, as well as on the problem of determining the subgroups of the Chow groups of $X$ generated by subvarieties with nonsingular real loci, or with empty real loci.
