Information and Mathematical Science and Bioinformatics (Japan)

output

20052025

most citedDeep Learning the Quantum Phase Transitions in Random Two-Dimensional Electron Systems

128 citations

34 papers

math.QA2025

Symmetries of equivariant Khovanov homology

Mikhail Khovanov, Taketo Sano

We study symmetries in equivariant versions of Khovanov homology, which include (i) the construction of an involution $σ$ for the $U (2)$ -equivariant theory, (ii) an integra…

astro-ph.GA2025★ 5 cited

ALMA observation of evolving magnetized corona in the radio-quiet changing-state AGN NGC 1566

Arghajit Jana, Claudio Ricci, Sophie M. Venselaar +9

The origin of compact millimeter (mm) continuum emission from radio-quiet AGNs (RQAGNs) is still not fully understood. Changing-state AGNs (CSAGNs) display rapid and strong variabi…

math.OC2024

An inexact infeasible arc-search interior-point method for linear optimization problems

Einosuke Iida, Makoto Yamashita

We propose an inexact infeasible arc-search interior-point method for solving linear optimization problems. The method combines an arc-search strategy with inexact solutions to New…

math.CO2022★ 3 cited

Global Rigidity of Triangulated Manifolds

James Cruickshank, Bill Jackson, Shin-ichi Tanigawa

We prove that if $G$ is the graph of a connected triangulated $(d - 1)$ -manifold, for $d \geq 3$ , then $G$ is generically globally rigid in $R^{d}$ if and only if it is $(d + 1)$ -…

math.DG2020

Ray-Singer Torsion and the Rumin Laplacian on Lens Spaces

Akira Kitaoka

We express explicitly the analytic torsion functions associated with the Rumin complex on lens spaces in terms of the Hurwitz zeta function. In particular, we find that the functio…

nlin.AO2020★ 1 cited

Noise stability of synchronization and optimal network structures

Yuriko Katoh, Hiroshi Kori

We provide a theoretical framework for quantifying the expected level of synchronization in a network of noisy oscillators. Through linearization around the synchronized state, we…