M. Lyubich, R. Radu, and R. Tanase
Hedgehogs in higher dimensions and their applications

In this paper we study the dynamics of germs of holomorphic diffeomorphisms of $(\mathbb{C}^{n},0)$ with a fixed point at the origin with exactly one neutral eigenvalue. We prove that the map on any local center manifold of $0$ is quasiconformally conjugate to a holomorphic map and use this to transport results from one complex dimension to higher dimensions.

Araceli Bonifant, John Milnor
On Real and Complex Cubic Curves

An expository description of smooth cubic curves in the real or complex projective plane.