信息网络安全 ›› 2024, Vol. 24 ›› Issue (1): 48-59.doi: 10.3969/j.issn.1671-1122.2024.01.005
收稿日期:
2023-06-28
出版日期:
2024-01-10
发布日期:
2024-01-24
通讯作者:
蒋兴浩
E-mail:xhjiang@sjtu.edu.cn
作者简介:
许可(1990—),男,辽宁,副研究员,博士,CCF会员,主要研究方向为步态识别和动作识别|李嘉怡(1999—),女,山东,硕士研究生,主要研究方向为步态隐私保护和对抗攻击|蒋兴浩(1976—),男,河南,教授,博士,CCF会员,主要研究方向为多媒体内容安全和对抗攻防|孙锬锋(1975—),男,吉林,教授,博士,CCF会员,主要研究方向为多媒体取证
基金资助:
XU Ke, LI Jiayi, JIANG Xinghao(), SUN Tanfeng
Received:
2023-06-28
Online:
2024-01-10
Published:
2024-01-24
Contact:
JIANG Xinghao
E-mail:xhjiang@sjtu.edu.cn
摘要:
深度网络模型可以从视频步态序列中获取人体步态生物特征并识别人物身份,造成严重的隐私泄露安全威胁。现有方法一般通过对视频画面中的人体进行模糊、变形等处理来保护隐私,这些方法可以在一定程度上改变人体外观,但很难改变人物行走姿态,难以逃避深度网络模型的识别,且这种处理往往伴随着对视频质量的严重破坏,降低了视频的视觉可用性。针对该问题,文章提出一种基于轮廓稀疏对抗的视频步态隐私保护算法,通过对步态识别模型的对抗攻击来计算画面中人体轮廓周围的有效修改位置。与传统方法相比,在具有相同隐私保护能力的情况下,该算法减少了对画面的修改,在隐私安全性和视觉可用性上达到了较好的均衡。该算法在公开步态数据库CASIA-B和OUMVLP上对4种步态识别模型进行测试,通过与不同步态隐私保护方法对比,验证了该算法在步态隐私保护上的有效性和可用性。
中图分类号:
许可, 李嘉怡, 蒋兴浩, 孙锬锋. 一种基于轮廓稀疏对抗的视频步态隐私保护算法[J]. 信息网络安全, 2024, 24(1): 48-59.
XU Ke, LI Jiayi, JIANG Xinghao, SUN Tanfeng. A Video Gait Privacy Protection Algorithm Based on Sparse Adversarial Attack on Silhouette[J]. Netinfo Security, 2024, 24(1): 48-59.
表1
CASIA-B数据集上的测试结果
目标模型 | 方法 | NM | BG | CL | 加权平均 |
---|---|---|---|---|---|
GaitBase[ | 加权模糊*[ | 91.20% | 86.91% | 70.14% | 86.13% |
运动模糊*[ | 83.95% | 76.15% | 55.49% | 76.70% | |
轮廓拉伸*[ | 88.46% | 83.57% | 66.24% | 83.04% | |
本文方法 | 78.60% | 70.97% | 56.73% | 72.70% | |
GaitSet[ | 加权模糊*[ | 85.95% | 78.78% | 59.75% | 79.28% |
运动模糊*[ | 77.89% | 69.55% | 49.39% | 70.52% | |
轮廓拉伸*[ | 82.55% | 77.73% | 59.24% | 76.92% | |
本文方法 | 75.45% | 68.31% | 53.70% | 69.67% | |
GaitPart[ | 加权模糊*[ | 85.29% | 77.46% | 63.70% | 79.40% |
运动模糊*[ | 80.57% | 70.26% | 54.78% | 73.35% | |
轮廓拉伸*[ | 85.25% | 79.45% | 68.21% | 80.68% | |
本文方法 | 75.04% | 66.85% | 56.30% | 69.65% | |
GaitGL[ | 加权模糊*[ | 90.85% | 87.18% | 73.76% | 86.70% |
运动模糊*[ | 89.00% | 84.25% | 67.39% | 83.72% | |
轮廓拉伸*[ | 88.18% | 85.39% | 72.70% | 84.52% | |
本文方法 | 77.55% | 71.57% | 61.21% | 73.09% |
表2
OUMVLP数据集上的测试结果
目标模型 | 方法 | NM |
---|---|---|
GaitBase[ | 加权模糊*[ | 91.96% |
运动模糊*[ | 88.06% | |
轮廓拉伸*[ | 90.98% | |
本文方法 | 78.48% | |
GaitSet[ | 加权模糊*[ | 88.85% |
运动模糊*[ | 87.63% | |
轮廓拉伸*[ | 87.59% | |
本文方法 | 78.40% | |
GaitPart[ | 加权模糊*[ | 88.09% |
运动模糊*[ | 87.33% | |
轮廓拉伸*[ | 89.93% | |
本文方法 | 80.17% | |
GaitGL[ | 加权模糊*[ | 91.51% |
运动模糊*[ | 90.32% | |
轮廓拉伸*[ | 92.04% | |
本文方法 | 81.40% |
表3
不同$\epsilon $下轮廓稀疏对抗后有效性和隐蔽性变化
NM | BG | CL | 加权平均 | L2均值 | SSIM | |
---|---|---|---|---|---|---|
0 | 93.50% | 88.90% | 72.55% | 88.39% | 0 | 1.000 |
10 | 78.52% | 71.07% | 56.02% | 72.53% | 5521 | 0.986 |
20 | 77.41% | 70.18% | 54.40% | 71.36% | 6152 | 0.983 |
30 | 75.50% | 68.14% | 50.95% | 69.12% | 7010 | 0.979 |
40 | 72.58% | 64.35% | 46.56% | 65.73% | 7931 | 0.976 |
50 | 67.73% | 57.83% | 40.44% | 60.29% | 9036 | 0.972 |
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