activity
20232026
collaborators

9 papers

cs.AI2026

Automatically Building and Updating a Knowledge Graph of MLIP Models

Alexis Beer, Liudmyla Klochko, Mathieu d'Aquin

Complementing the many efforts in providing semantic representations of concepts, notions, and entities in materials science, we report and illustrate a process by which we can aut…

math.AG2026

The Global Dimension Function on Stability Manifolds

Dongjian Wu, Nantao Zhang

In this paper, we study the reachability and boundary behavior of the global dimension function on Bridgeland stability manifolds. For a smooth projective variety of dimension…

math.AG2026

The -Noncommutative Minimal Model Program

Dongjian Wu, Nantao Zhang

In this paper, we study the -equivariant noncommutative minimal model program (-NMMP), as an equivariant generalization of the framework introduced in arXiv:2301.13168. The a…

math.RT2025

Stability Conditions and Algebraic Hearts for Acyclic Quivers

Takumi Otani, Dongjian Wu

We study stability conditions on the derived category of a finite connected acyclic quiver. We prove that, for any stability condition on the derived category, its heart can be obt…

math.RT2025

A counterexample to the Jordan-Hölder property for polarizable semiorthogonal decompositions

Fabian Haiden, Dongjian Wu

We show that the Jordan-Hölder property fails for polarizable semiorthogonal decompositions -- those where every factor admits a Bridgeland stability condition. Counterexamples exi…

math.AG2024

Relative Stability Conditions on Triangulated Categories

Bowen Liu, Dongjian Wu

We introduce the notion of relative stability conditions on triangulated categories with respect to left admissible subcategories, based on arXiv:math/0212237, and demonstrate the…

math.AG2024

Stability Conditions on

Dongjian Wu, Nantao Zhang

We construct a subset of the space of stability conditions for any projective threefold with an ample polarization that satisfies a certain Bogomolov-Gieseker inequality to refine…

math.AG2023

Riemann-Hilbert problems from rank 3 WKB spectral networks

Dongjian Wu

We extract cluster structures and establish spectral coordinates from rank 3 WKB spectral networks when zeros of are almost on a line in the comple…

math.RT2023

Quadratic Differentials as Stability Conditions of Graded Skew-gentle Algebras

Suiqi Lu, Yu Qiu, Dongjian Wu

We prove that the principal component of the exchange graph of hearts of a graded skew-gentle algebra can be identified with the corresponding exchange graph of S-graphs, using the…