17 citations · 68 across the 17 of their papers we have counts for
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math.SG2018★ 17 cited
Maximal contact and symplectic structures
Oleg Lazarev
We introduce a procedure for gluing Weinstein domains along Weinstein subdomains. By gluing along flexible subdomains, we show that any finite collection of high-dimensional Weinst…
math.SG2018
H-principles for regular Lagrangians
Oleg Lazarev
We prove an existence h-principle for regular Lagrangians with Legendrian boundary in arbitrary Weinstein domains of dimension at least six; this extends a previous result of Elias…
math.SG2018★ 12 cited
Simplifying Weinstein Morse functions
Oleg Lazarev
We prove that the minimum number of critical points of a Weinstein Morse function on a Weinstein domain of dimension at least six is at most two more than the minimum number of cri…