8 citations · 24 across the 14 of their papers we have counts for
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math.SG2022
Lower semi-continuity of Lagrangian volume
Erman Cineli, Viktor L. Ginzburg, Basak Z. Gurel
We study lower semi-continuity properties of the volume, i.e., the surface area, of a closed Lagrangian manifold with respect to the Hofer- and -distance on a class of monotone…
math.SG2022★ 1 cited
The strong closing lemma and Hamiltonian pseudo-rotations
Erman Cineli, Sobhan Seyfaddini
We prove the strong closing property, as formulated by Irie, for a class of Hamiltonian diffeomorphisms which includes all pseudo-rotations of projective spaces as well…
math.SG2022★ 2 cited
On the growth of the Floer barcode
Erman Cineli, Viktor L. Ginzburg, Basak Z. Gurel
This paper is a follow up to the authors' recent work on barcode entropy. We study the growth of the barcode of the Floer complex for the iterates of a compactly supported Hamilton…