Derived sheaves are used to quantize lcs Hamiltonian isotopies, prove the Chantraine-Murphy theorem, and derive a non-squeezing theorem in locally conformally symplectic geometry.
On locally conformal almost k¨ ahler manifolds.Israel Journal of Mathematics, 24:338–351
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Derived sheaves in locally conformally symplectic geometry
Derived sheaves are used to quantize lcs Hamiltonian isotopies, prove the Chantraine-Murphy theorem, and derive a non-squeezing theorem in locally conformally symplectic geometry.