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Band narrowing with sparsity regularization for spectroscopic data

机译:光谱数据稀疏正则化使谱带变窄

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Spectroscopic data often suffers from common problems of bands overlap and random Gaussian noise. Spectral resolution can be improved by mathematically removing the effect of the instrument response function (IRF). In this paper, a novelty model is proposed to deconvolute the measured spectrum with the sparsity regularization. The proposed model is solved by iteratively reweighted least square method. The major novelty of the proposed method is that it can estimate the IRF and latent spectrum simultaneously. Experimental results with actual Raman spectra manifest that this algorithm can recover the overlap peaks as well as suppress the noise effectively.
机译:光谱数据经常遭受频带重叠和随机高斯噪声的常见问题。可以通过数学方式消除仪器响应函数(IRF)的影响来提高光谱分辨率。本文提出了一种新颖的模型,通过稀疏正则化去卷积测量的频谱。所提出的模型通过迭代加权最小二乘法求解。该方法的主要新颖之处在于它可以同时估计IRF和潜谱。实际拉曼光谱的实验结果表明,该算法可以恢复重叠峰并有效抑制噪声。

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