Infinitely many exotic monotone Lagrangian tori in ℂℙ2 | Journal of Topology | Oxford Academic
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We construct almost toric fibrations (ATFs) on all del Pezzo surfaces, endowed with a
monotone symplectic form. Except for CP^ 2\# CP^ 2 CP 2# CP 2¯, CP^ 2\# 2 CP^ 2 CP 2# 2 …

We introduce a concept of minimality for Fano polygons. We show that, up to mutation, there
are only finitely many Fano polygons with given singularity content, and give an algorithm to …

We set up a topological framework for degenerations of symplectic manifolds into singular
spaces paying a special attention to the behavior of Lagrangian manifolds and their …

In the last three years a new concept--the concept of wall crossing has emerged. The current
situation with wall crossing phenomena, after papers of Seiberg-Witten, Gaiotto-Moore …

We survey the approach to mirror symmetry via Laurent polynomials, outlining some of the
main conjectures, problems, and questions related to the subject. We discuss: how to …

We prove that a real Lagrangian submanifold in a closed symplectic manifold is unique up to
cobordism. We then discuss the classification of real Lagrangians in and. In particular, we …

This is an introductory article which arose from expanded notes for a set of talks given in the
GGTI Online Seminars organized by the Gökova Geometry and Topology Institute. We give a …

We investigate relations between isotopies of Lagrangian tori and stabilized symplectic
embeddings. An analogue of a conjecture of McDuff about stabilized embeddings holds for …

We construct almost toric fibrations (ATFs) on all del Pezzo surfaces, endowed with a
monotone symplectic form. Except for CP 2# CP 2, CP 2# 2CP 2, we are able to get almost …