论文标题
在一个变量中的多项式的编织单片上
On the braid monodromy group of a polynomial in one variable
论文作者
论文摘要
It is proved that the braid monodromy group $Γ_{P(z)}$ of a polynomial $P(z)\in\mathbb C[z]$, $°P(z)=n$, is the braid group $\text{Br}_n$ if the polynomial $P(z)$ has $n-1$ distinct critical values.
It is proved that the braid monodromy group $Γ_{P(z)}$ of a polynomial $P(z)\in\mathbb C[z]$, $°P(z)=n$, is the braid group $\text{Br}_n$ if the polynomial $P(z)$ has $n-1$ distinct critical values.
