9 citations · 16 across the 19 of their papers we have counts for
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math.SG2022
Newton-Okoukov bodies and symplectic embeddings into non-toric rational surfaces
Julian Chaidez, Ben Wormleighton
We develop new methods of both constructing and obstructing symplectic embeddings into non-toric rational surfaces using the theory of Newton-Okoukov bodies. Applications include s…
math.SG2022
Contact homology and higher dimensional closing lemmas
Julian Chaidez, Ipsita Datta, Rohil Prasad +1
We develop methods for studying the smooth closing lemma for Reeb flows in any dimension using contact homology. As an application, we prove a conjecture of Irie, stating that the…
math.SG2022★ 1 cited
The Ruelle Invariant And Convexity In Higher Dimensions
Julian Chaidez, Oliver Edtmair
We construct the Ruelle invariant of a volume preserving flow and a symplectic cocycle in any dimension and prove several properties. In the special case of the linearized Reeb flo…