1 citations · 1 across the 2 of their papers we have counts for
9 papers
Perverse schobers, stability conditions and quadratic differentials I
Merlin Christ, Fabian Haiden, Yu Qiu
We develop a unified approach for identifying spaces of stability conditions of triangulated categories arising from weighted marked surfaces with moduli spaces of quadratic differ…
Categorical Lusztig cycles and weave schobers
Roger Casals, Merlin Christ
We establish the foundations of categorical weave calculus, developing the diagrammatic calculus of weaves and braid varieties within the study of Calabi-Yau triangulated categorie…
-categorical group quotients via skew group algebras
Merlin Christ
We relate group quotients of dg-categories and linear stable -categories. Given a group acting on a dg-algebra, we prove that the skew group dg-algebra is Morita equivalent…
Lagrangian structures on the derived moduli of constructible sheaves
Merlin Christ, Enrico Lampetti
Given a compact oriented manifold of dimension with a conically smooth stratification, we show that the moduli of -valued constructible sheaves and the moduli o…
Perverse schobers, stability conditions and quadratic differentials II: relative graded Brauer graph algebras
Merlin Christ, Fabian Haiden, Yu Qiu
We introduce a class of dg-algebras which generalize the classical Brauer graph algebras. They are constructed from mixed-angulations of surfaces and often admit a (relative) Calab…
Relative Calabi-Yau structures and perverse schobers on surfaces
Merlin Christ
We give a treatment of relative Calabi--Yau structures on functors between -linear stable -categories, with any -ring spectrum, generalizing previ…