Geometry of Puiseux expansions
Geometry of Puiseux expansions
We consider the space $\mathrm{Curv}$ of complex affine lines $% t\mapsto(x,y)=(\phi(t),\psi(t))$ with monic polynomials $\phi$, $\psi$ of fixed degrees and a map $\mathrm{Expan}$ from $\mathrm{Curv}$ to a complex affine space $\mathrm{Puis}$ with $\dim\m