论文标题
真实多元不可约多项式空间的欧拉特征
Euler characteristic of the space of real multivariate irreducible polynomials
论文作者
论文摘要
我们计算具有实际系数的$ n $变量的度量$ d $不可约多项式的紧凑型欧拉的特征，并表明该值由数字在所谓的变量数量$ n $的所谓平衡均值扩展中给出。
We compute the compactly supported Euler characteristic of the space of degree $d$ irreducible polynomials in $n$ variables with real coefficients and show that the values are given by the digits in the so-called balanced binary expansion of the number of variables $n$.
