Alois Demory

collaborators

3 papers

math.AG2026

Non-existence of separating morphisms of low degree

Aloïs Demory, Gurvan Mével, Antoine Toussaint

A separating curve is a real curve whose real part disconnects its complex part. It also admits totally real morphisms to the projective line, and the separating gonality is the mi…

math.AG2026

Real critical points of $T$ -polynomials that are sums of squared monomials and topology of $T$ -hypersurfaces

Aloïs Demory

We study the topology of the real algebraic hypersurfaces in $P^{n}$ that can be constructed via combinatorial patchworking using triangulations that are dilations by two of…

math.AG2023

Four families of maximal real algebraic hypersurfaces in $RP^{4}$

Aloïs Demory

In this paper, we present four families of maximal real algebraic hypersurfaces of even degree in $RP^{4}$ constructed using O. Viro's combinatorial patchworking method. We…

Non-existence of separating morphisms of low degree

Real critical points of T-polynomials that are sums of squared monomials and topology of T-hypersurfaces

Four families of maximal real algebraic hypersurfaces in RP4

Real critical points of $T$ -polynomials that are sums of squared monomials and topology of $T$ -hypersurfaces

Four families of maximal real algebraic hypersurfaces in $RP^{4}$