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Publications (2)

math.AG2021

On Huisman's conjectures about unramified real curves

Mario Kummer, Dimitri Manevich

Let $X \subset P^{n}$ be an unramified real curve with $X (R) \neq = \emptyset$ . If $n \geq 3$ is odd, Huisman conjectures that $X$ is an $M$ -curve and that every br…

math.AG2021

Computing totally real hyperplane sections and linear series on algebraic curves

Huu Phuoc Le, Dimitri Manevich, Daniel Plaumann

Given a real algebraic curve, embedded in projective space, we study the computational problem of deciding whether there exists a hyperplane meeting the curve in real points only.…