Quotients of derived symplectic spaces by Gm-actions yield contact structures, enabling a derived Legendrian intersection theorem with applications to moduli stacks.
Ant ´onio,Moduli ofℓ-adic pro-´ etale local systems for smooth non-proper schemes
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Equivariant Quotients of Derived Symplectic Spaces and Legendrian Intersection Theorem
Quotients of derived symplectic spaces by Gm-actions yield contact structures, enabling a derived Legendrian intersection theorem with applications to moduli stacks.