Zhihao Wang

collaborators

4 papers

math.GT2024

The classical limit for stated $S L_{n}$ -skein modules

Zhihao Wang

Let $(M, N)$ be a marked 3-manifold. We use $S_{n} (M, N, v)$ to denote the stated $S L_{n}$ -skein module of $(M, N)$ where $v$ is a nonzero complex number. We…

cs.CG2023

$p κ$ -Curves: Interpolatory curves with curvature approximating a parabola

Zhihao Wang, Juan Cao, Tuan Guan +2

This paper introduces a novel class of fair and interpolatory curves called $p κ$ -curves. These curves are comprised of smoothly stitched Bézier curve segments, where the curvature…

cs.RO2023

Multi-object Detection, Tracking and Prediction in Rugged Dynamic Environments

Shixing Huang, Zhihao Wang, Junyuan Ouyang +1

Multi-object tracking (MOT) has important applications in monitoring, logistics, and other fields. This paper develops a real-time multi-object tracking and prediction system in ru…

cs.CE2023

Kirchhoff-Love shell representation and analysis using triangle configuration B-splines

Zhihao Wang, Juan Cao, Xiaodong Wei +3

This paper presents the application of triangle configuration B-splines (TCB-splines) for representing and analyzing the Kirchhoff-Love shell in the context of isogeometric analysi…

The classical limit for stated SLn​-skein modules

pκ-Curves: Interpolatory curves with curvature approximating a parabola

Multi-object Detection, Tracking and Prediction in Rugged Dynamic Environments

Kirchhoff-Love shell representation and analysis using triangle configuration B-splines

The classical limit for stated $S L_{n}$ -skein modules

$p κ$ -Curves: Interpolatory curves with curvature approximating a parabola