Zili Wang

collaborators

8 papers

math.GT2026

Taut fillings

Peter Doyle, Matthew Ellison, Zili Wang

Let $I ¨ $ be a simplicial triangulation of the 2-sphere, $X$ the associated integral 2-cycle. A filling of $X$ is an integral 3-chain $M$ with $\partial M = X$ ; a taut filling is on…

cs.LG2026

Design for Manufacturing: A Manufacturability Knowledge-Integrated Reinforcement Learning Framework for Free-Form Pipe Routing in Aeroengines

Caicheng Wang, Zili Wang, Shuyou Zhang +4

Design for manufacturing plays a critical role in advanced aeroengine development, where complex components necessitate careful consideration of manufacturability. However, current…

math.GT2026

Decomposing Centrally Symmetric Convex Polyhedral Surfaces into Parallelograms

Zili Wang, Cong Wu

Let $M_{2 N} (I^´_{1}, I^´_{2}, \dots, I^´_{N})$ be the moduli space of centrally symmetric convex polyhedral surfaces with $2 N$ labeled vertices and prescribed cone-deficits $I^´_{1}$ ,…

cs.GR2025

A 3D Generation Framework from Cross Modality to Parameterized Primitive

Yiming Liang, Huan Yu, Zili Wang +4

Recent advancements in AI-driven 3D model generation have leveraged cross modality, yet generating models with smooth surfaces and minimizing storage overhead remain challenges. Th…

math.CO2025

Filling a triangulation of the 2-sphere

Peter Doyle, Matthew Ellison, Zili Wang

Define the tet-volume of a triangulation of the 2-sphere to be the minimum number of tetrahedra in a 3-complex of which it is the boundary, and let $d (v)$ be the maximum tet-volume…

cs.LG2025

Self-Learning-Based Optimization for Free-form Pipe Routing in Aeroengine with Dynamic Design Environment

Caicheng Wang, Zili Wang, Shuyou Zhang +3

Pipe routing is a highly complex, time-consuming, and no-deterministic polynomial-time hard (NP-hard) problem in aeroengine design. Despite extensive research efforts in optimizing…