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基于稀疏自注意力的偏振表面法线估计

于智超 万振华 赵开春

光学精密工程2024,Vol.32Issue(20):2987-2998,12.
光学精密工程2024,Vol.32Issue(20):2987-2998,12.DOI:10.37188/OPE.20243220.2987

基于稀疏自注意力的偏振表面法线估计

Shape from polarization based on sparse self-attention

于智超 1万振华 2赵开春1

作者信息

  • 1. 清华大学 精密仪器系,北京 100084
  • 2. 广西大学 机械工程学院,广西 南宁 530004
  • 折叠

摘要

Abstract

Accurate estimation of surface normal plays a vital role in various computer vision tasks.Physi-cally-based shape from polarization methods have limitations restricting their applications.Conversely,learning-based shape from polarization methods outperform physical methods in both accuracy and applica-bility.To further improve the accuracy of shape from polarization and make it applicable to a broader range of practical tasks,we proposed a novel method.First,we introduced a new polarization information repre-sentation combining Stokes vectors,enhancing the model's ability to extract polarization physical prior in-formation.Then,we integrated a bi-level routing sparse self-attention mechanism to improve the model's perception of global contextual information,enabling better disambiguation of local polarization informa-tion.Testing on the DeepSfP dataset and out test data,experimental results demonstrate our proposed method achieves an average angular error of 13.37° on the DeepSfP dataset,outperforming existing meth-ods in all tested metrics including accuracy and angular error.This indicates a significant improvement in normal estimation effectiveness with our proposed method.By introducing a novel polarization information representation and sparse self-attention mechanism,our approach enhances the accuracy and applicability of polar surface normal estimation,providing stronger support for practical task applications.

关键词

偏振信息表达/稀疏自注意力机制/偏振表面法线估计

Key words

polarization information representation/sparse self-attention mechanism/shape from polar-ization

分类

计算机与自动化

引用本文复制引用

于智超,万振华,赵开春..基于稀疏自注意力的偏振表面法线估计[J].光学精密工程,2024,32(20):2987-2998,12.

基金项目

教育部联合基金资助项目(No.6141A02022606) (No.6141A02022606)

光学精密工程

OA北大核心CSTPCD

1004-924X

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