Journal of the
Korean Mathematical Society JKMS

We classify irreducible plane curve singularities of the
type $z^n +Ay^\alpha z^p+y^\beta z^q+y^k=0$ where $1\le q n-2$, $1\le \alpha <\beta \le k-2$, $\alpha +p\le \beta +q$, $\frac
\alpha{n-p}>\frac \beta{n-q}$, $n complex number. Also, we generalize this result.

Keywords: plane curve singularities, analytic equivalence

MSC numbers: Primary 32S15, 14E15