7 Papers
10 Citations
Lin Yu is an academic researcher from Northwestern Polytechnical University. The author has contributed to research in topics: Computer science & Encoder. The author has an hindex of 2, co-authored 2 publications.
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Papers
Locating error analysis for workpieces with general fixture layouts and parameterized tolerances
Wenbin Tang,Yuan Li,Jianfeng Yu,Jie Zhang,Lin Yu +4 more
- 01 Mar 2016
TL;DR: In manufacturing engineering, locating error analysis for workpieces is a common issue in predicting the quality of machined features, computer-aided fixture design and tolerance allocation as mentioned in this paper, and this a...
16
A novel assembly simulation method based on semantics and geometric constraint
TL;DR: A novel assembly simulation method based on semantics and geometric constraint is proposed in this paper to reduce the repetitive and tedious assembly simulation work.
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A Quantum-Based Beetle Swarm Optimization Algorithm for Numerical Optimization
Lin Yu,Jieqi Ren,Jie Zhang +2 more
TL;DR: In this article , a quantum-based beetle swarm optimization algorithm (QBSO) is proposed to solve the problem of high dimensional variables in swarm intelligence algorithms, where a quantum representation-based position updating strategy is designed to maintain population diversity and improve the avoidance of falling into local optimal solutions.
DEEDP: Document-Level Event Extraction Model Incorporating Dependency Paths
TL;DR: Zhang et al. as discussed by the authors proposed Document-level Event Extraction Model Incorporating Dependency Paths (DEEDP), which introduces a novel multi-granularity encoder framework to tackle the missing feature by using mean pooling or max pooling operations in different encoding stages.
Community detection based on Beetle Swarm Optimization
Lihuazhai Zhuang,Lin Yu,Jie Zhang +2 more
- 03 Oct 2022
TL;DR: Wang et al. as mentioned in this paper proposed a new community detection approach with integration based on Beetle Swarm Optimization (BSO) and been named BSOI (Beetle swarm Optimization with Integration).