activity
20072026
most citedNoncommutative deformations and flops

84 citations · 237 across the 31 of their papers we have counts for

collaborators

34 papers

math.SG2026

Splitting Symplectic Monodromy

Ailsa Keating, Ivan Smith, Michael Wemyss

We discuss some examples in which symplectic monodromy (provably or conjecturally) splits off the symplectic mapping class group, hoping to illustrate different techniques and inpu…

math.AG2025

Spherical and Semibrick Classifications

Wahei Hara, Michael Wemyss

This article provides an overview of the techniques related to classification of spherical and more general objects within triangulated categories, and its relationship with algebr…

math.AG2024

Trivial extension DG-algebras, unitally positive -algebras, and applications

Joseph Karmazyn, Emma Lepri, Michael Wemyss

To any periodic module over any algebra, this paper introduces an associated trivial extension DG-algebra T. After first passing to a strictly unital -minimal model, it t…

math.AG2024

Noncommutative Singularity Theory

Gavin Brown, Michael Wemyss

This is an expository article on the noncommutative singularity theory of power series in noncommuting variables, its motivation from deformation theory, and its applications to co…

math.AG2023

Derived deformation theory of crepant curves

Gavin Brown, Michael Wemyss

This paper determines the full derived deformation theory of certain smooth rational curves C in Calabi-Yau 3-folds, by determining all higher A_\infty-products in its controlling…

math.AG2022

Spherical objects in dimensions two and three

Wahei Hara, Michael Wemyss

This paper classifies spherical objects in various geometric settings in dimensions two and three, including both minimal and partial crepant resolutions of Kleinian singularities,…