3 problems

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Fourier-transform compatibility with quasi-Hamiltonian structures on wild character varieties
The Fourier-transform construction gives isomorphisms between wild character varieties, and for an irregular class $\mathit{\Theta}$ let $\widehat{\Theta}$ denote its formal Fourie…
Conjectureopenfourier-transform quasi-hamiltonian-geometry stokes-dataarXiv posted 2 days ago
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Conjecture on quasi-Hamiltonian structures of multiplicative bow varieties
Let $V_{i-1}$ and $V_i$ be the vector spaces associated with adjacent vertices in a bow, and let $A_{i-1}$ , $B_{i-1}$ , $B'_i$ , $a_i$ , and $b_{i-1}$ satisfy conditions (i), (a), (S1…
Conjectureopenbow-varieties multiplicative-quiver-varieties quasi-hamiltonian-geometryarXiv posted 2 days ago
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Lurie–Haugseng conjecture on the canonical special orthogonal action on correspondence categories
Let $\mathrm{Corr}_{/\Omega^{2,\operatorname{cl}}[n]}$ be the $(\infty,2)$ -category of correspondences of derived stacks equipped with a closed degree $n$ two-form. The canonical a…
Conjectureopenderived-stacks quasi-hamiltonian-geometry topological-field-theoryarXiv posted 2 days ago

Fourier-transform compatibility with quasi-Hamiltonian structures on wild character varieties