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Low-pass filtering in CSD space and sparsity based denoising | IEEE Conference Publication | IEEE Xplore

Low-pass filtering in CSD space and sparsity based denoising


Abstract:

Near-infrared spectroscopy (NIRS) is an optical imaging technique, in which light rays in near infra-red region are used to measure variations in hemoglobin concentration...Show More

Abstract:

Near-infrared spectroscopy (NIRS) is an optical imaging technique, in which light rays in near infra-red region are used to measure variations in hemoglobin concentrations, with response to variations in neuronal activity. The resulting time series obtained in NIRS technique is usually in the form of sparse signal with instrumental noise in the low-frequency background. Conventional de-noising and filtering techniques do not work well for these kinds of signals. In this paper the biomedical signals are recovered with an optimization approach which combines the low-pass filtering and sparsity based de-noising with LPF/TVD algorithm. The algorithm is formulated with majorization-minimization (MM) principle. Discrete-time non causal recursive filter of zero-phase type is used and formulated in the form of banded matrices. A dc-notch filter is proposed to eliminate the baseline drift in the signals. In order to reduce the computational complexity it is also proposed to represent the banded matrices in canonical signed digit (CSD) space. The technique is illustrated with a test signal and NIRS data.
Date of Conference: 11-12 May 2017
Date Added to IEEE Xplore: 22 February 2018
ISBN Information:
Conference Location: Tirunelveli, India
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I. Introduction

In biomedical signal processing, such as near infrared spectroscopy (NIRS), light at two or more wavelengths in (690–1000) nm range are used to monitor spatio-temporal fluctuations in tissue blood volume and blood oxygen saturation [1]. The signals obtained in NIRS technique is usually in the form of sparse signal with instrumental noise, motion-artifacts and baseline drift in the low-frequency background. Depending on the experimental-design context, either the low frequency or the sparse component may be the biological signal of interest. By combining the low pass filtering and sparsity based denoising the desired signal can be estimated from the noisy additive mixture [2].

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