53 citations · 175 across the 22 of their papers we have counts for
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math.CV2009
Riemann surfaces and totally real tori
Julien Duval, Damien Gayet
Given a generic totally real torus unknotted in the unit sphere of the complex plane, we prove the following alternative : either there exists a filling of the torus by holomorphic…
math.CV2008
Rational convexity of non generic immersed lagrangian submanifolds
J. Duval, D. Gayet
We prove that an immersed lagrangian submanifold in $\C^n$ with quadratic self-tangencies is rationally convex. This generalizes former results for the embedded and the immersed tr…
math.CV1999
Rational convexity of lagrangian immersed submanifolds
D. Gayet
We prove that a compact, immersed, submanifold of C^n, lagrangian for a Kahler form, is rationally convex, generalizing a theorem of Duval and Sibony for embedded submanifolds.