Remarks on Foliations on \({{\mathbb {C}}}{{\mathbb {P}}}^2\) with a Unique Singular Point

This paper is a contribution to the study of foliations on \({{\mathbb {C}}}{{\mathbb {P}}}^2\) $\mathbb{C}{\mathbb{P}}^2$ with a unique singularity. We provide an explicit example in degree 7 of such a foliation, in the non dicritical case, having a divergent separatrix, and subsequently, we study different families of such foliations in low degree.