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Identity Authentication Based on Sensors of Smartphone and Neural Networks
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作者 Jingyong Zhu Hanbing Fan +4 位作者 yichen huang Miaomiao Lin Tao Xu Junqiang Cai Zhengjie Wang 《Journal of Computer and Communications》 2022年第7期90-102,共13页
The smartphone has become an indispensable electric device for most people since it can assist us in finishing many tasks such as paying and reading. Therefore, the security of smartphones is the most crucial issue to... The smartphone has become an indispensable electric device for most people since it can assist us in finishing many tasks such as paying and reading. Therefore, the security of smartphones is the most crucial issue to illegal users who cannot access legal users’ privacy information. This paper studies identity authentication using user action. This scheme does not rely on the password or biometric identification. It checks user identity just by user action features. We utilize sensors installed in smartphones and collect their data when the user waves the phone. We collect these data, process them and feed them into neural networks to realize identity recognition. We invited 13 participants and collected about 350 samples for each person. The sampling frequency is set at 200 Hz, and DenseNet is chosen as the neural network to validate system performance. The result shows that the neural network can effectively recognize user identity and achieve an authentication accuracy of 96.69 percent. 展开更多
关键词 Identity Authentication SMARTPHONE Motion Sensor Neural Network
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Locally accurate matrix product approximation to thermal states
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作者 yichen huang 《Science Bulletin》 SCIE EI CSCD 2021年第24期2456-2457,M0003,共3页
Classical simulation of quantum many-body systems is a fundamental problem in computational physics.One difficulty is that a generic many-body state cannot even be represented in polynomial space because the dimension... Classical simulation of quantum many-body systems is a fundamental problem in computational physics.One difficulty is that a generic many-body state cannot even be represented in polynomial space because the dimension of the Hilbert space grows exponentially with the system size.Fortunately,many physically interesting states are non-generic and structured.It may be possible to avoid the‘‘curse of dimensionality”by exploiting their structure. 展开更多
关键词 矩阵乘积 吉布斯 短程相互作用 计算物理学 量子系统 多体系统
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