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1. CMB 2017 (vol 61 pp. 289)

Gupta, Purvi
 A Real-analytic Nonpolynomially Convex Isotropic Torus with No Attached Discs We show by means of an example in $\mathbb C^3$ that Gromov's theorem on the presence of attached holomorphic discs for compact Lagrangian manifolds is not true in the subcritical real-analytic case, even in the absence of an obvious obstruction, i.e, polynomial convexity. Keywords:polynomial hull, isotropic submanifold, holomorphic discCategories:32V40, 32E20, 53D12
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