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20102018
most citedQuasi-morphisms and symplectic quasi-states for convex symplectic manifolds

20 citations · 34 across the 8 of their papers we have counts for

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math.DG2013

Counting isotropic tangent lines of hypersurfaces

Sergei Lanzat

Consider the standard symplectic $(\RR^{2n}, ω_0)$, a point $p\in\RR^{2n}$ and an immersed closed orientable hypersurface $Σ\subset\RR^{2n}\minus\{p\}$, all in general position. We…