2 citations · 2 across the 7 of their papers we have counts for
7 papers
A diagrammatic grading bound for colored link homology
Hongjian Yang
We establish a grading bound for colored link homology that can be read off from any link diagram. In the context of contact geometry, this gives a bound on the T…
Intrinsic Khovanov homology in
Qiuyu Ren, Hongjian Yang
We prove that Khovanov homology is an invariant of links in unparametrized 's, i.e., oriented -manifolds diffeomorphic to . Along the way, we estab…
The flip map and involutions on Khovanov homology
Daren Chen, Hongjian Yang
The flip symmetry on knot diagrams induces an involution on Khovanov homology. We prove that this involution is determined by its behavior on unlinks; in particular, it is the iden…
Political-LLM: Large Language Models in Political Science
Lincan Li, Jiaqi Li, Catherine Chen +44
In recent years, large language models (LLMs) have been widely adopted in political science tasks such as election prediction, sentiment analysis, policy impact assessment, and mis…
Spatial Transfer Learning with Simple MLP
Hongjian Yang
First step to investigate the potential of transfer learning applied to the field of spatial statistics
Instantons and Khovanov homology in
Hongjian Yang
We study the instanton Floer homology for links in and compute the second page of Kronheimer--Mrowka's spectral sequence. As an application, we show that Khovanov h…
A homological action on sutured instanton homology
Hongjian Yang
We define a homological action on sutured instanton Floer homology. This action is well-defined up to scalars, and behaves well under connected sums and sutured manifold decomposit…