Samir Bedrouni

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20182026

most citedGeometry of certain foliations on the complex projective plane

1 citations · 1 across the 6 of their papers we have counts for

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math.DG2018

Convex foliations of degree 4 on the complex projective plane

Samir Bedrouni, David Marín

We show that up to automorphisms of $P_{C}^{2}$ there are $5$ homogeneous convex foliations of degree four on $P_{C}^{2} .$ Using this result, we give…

math.DS2018

Classification of foliations of degree three on $P_{C}^{2}$ with a flat Legendre transform

Samir Bedrouni, David Marín

The set $F (3)$ of foliations of degree three on the complex projective plane can be identified with a Zariski's open set of a projective space of dimension $23$ on which a…

Convex foliations of degree 4 on the complex projective plane

Classification of foliations of degree three on PC2​ with a flat Legendre transform

Classification of foliations of degree three on $P_{C}^{2}$ with a flat Legendre transform