压缩传感
卷积神经网络
基础(线性代数)
信号重构
计算机科学
欠定系统
探测器
重建算法
滤波器(信号处理)
反问题
人工智能
光谱(功能分析)
重构滤波器
分光计
模式识别(心理学)
算法
迭代重建
信号处理
数学
计算机视觉
滤波器设计
光学
物理
电信
雷达
几何学
数学分析
根升余弦滤波器
量子力学
作者
Cheolsun Kim,Dongju Park,Heung-No Lee
摘要
In optical filter based compressive sensing (CS) spectrometers, an input spectrum is multiplexed and modulated by a small number of optical filters which have different sensing patterns. Then, detectors read out the modulated signals called measurements. By exploiting the CS reconstruction algorithms that utilize the measurements and the sensing patterns of optical filters, the spectrum is recovered. However, there exists a drawback on CS reconstruction algorithms. The input spectrum should be a sparse signal or be sparsely represented by a pre-determined sparsifying basis. In practice, however, the input spectrum could not be sparse or be sparsely represented by the pre-determined sparsifying basis. Therefore, the performance of spectral recovery using the CS reconstruction algorithms is varying according to the sparsity of the input spectrum and the sparsifying basis. In this paper, we implement a convolutional neural networks (CNNs) structure to reconstruct the input spectrum from the measurements of the CS spectrometers. The CNNs structure learns the way of solving the inverse problem of the underdetermined linear system. As an input of the CNNs structure, a spectrum calculated by multiplying a fixed transform matrix and the measurements is used. We investigate the reconstruction performance of the CNNs structure comparing with the CS reconstruction algorithm with different sparsifying basis. The experiment results indicate the reconstruction performance of the CNNs structure is compatible with the CS reconstruction algorithm.
科研通智能强力驱动
Strongly Powered by AbleSci AI