Establishes a correspondence between 2-shifted Lagrangian morphisms and Dirac structures, identifying multiplicative D-valued moment maps for integrating quasi-Poisson manifolds and constructing quasi-symplectic groupoids via fibred products.
The Moore-Tachikawa conjecture via shifted symplectic geometry
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Shifted lagrangian structures in Poisson geometry
Establishes a correspondence between 2-shifted Lagrangian morphisms and Dirac structures, identifying multiplicative D-valued moment maps for integrating quasi-Poisson manifolds and constructing quasi-symplectic groupoids via fibred products.