Purity and 2-Calabi-Yau categories
B Davison - arXiv preprint arXiv:2106.07692, 2021 - arxiv.org
For various 2-Calabi-Yau categories $\mathscr {C} $ for which the stack of objects
$\mathfrak {M} $ has a good moduli space $ p\colon\mathfrak {M}\rightarrow\mathcal {M} …
$\mathfrak {M} $ has a good moduli space $ p\colon\mathfrak {M}\rightarrow\mathcal {M} …
Symplectic resolutions for multiplicative quiver varieties and character varieties for punctured surfaces
T Schedler, A Tirelli - Representation Theory and Algebraic Geometry: A …, 2021 - Springer
We study the algebraic symplectic geometry of multiplicative quiver varieties, which are
moduli spaces of representations of certain quiver algebras, introduced by Crawley-Boevey …
moduli spaces of representations of certain quiver algebras, introduced by Crawley-Boevey …
Refined disk potentials for immersed Lagrangian surfaces
We define a refined Gromov-Witten disk potential of self-transverse monotone immersed
Lagrangian surfaces in a symplectic 4-manifold as an element in a capped version of the …
Lagrangian surfaces in a symplectic 4-manifold as an element in a capped version of the …
Refined disk potentials for immersed Lagrangian surfaces
We define a refined Gromov–Witten disk potential of monotone immersed Lagrangian
surfaces in a symplectic 4‑manifold that are self-transverse as an element in a capped …
surfaces in a symplectic 4‑manifold that are self-transverse as an element in a capped …
The pure cohomology of multiplicative quiver varieties
To a quiver Q and choices of nonzero scalars q_i qi, non-negative integers α _i α i, and
integers θ _i θ i labeling each vertex i, Crawley-Boevey–Shaw associate a multiplicative …
integers θ _i θ i labeling each vertex i, Crawley-Boevey–Shaw associate a multiplicative …
[引用][C] Quantum geometric and algebraic representation theory Final Report
YB Bergh, J Budde, I Ganev, W Hara, Y Oshima…