| Literature DB >> 28146069 |
Ghulam Muhammad1, Mohammed F Alhamid2, M Shamim Hossain3, Ahmad S Almogren4, Athanasios V Vasilakos5.
Abstract
A large number of the population around the world suffers from various disabilities. Disabilities affect not only children but also adults of different professions. Smart technology can assist the disabled population and lead to a comfortable life in an enhanced living environment (ELE). In this paper, we propose an effective voice pathology assessment system that works in a smart home framework. The proposed system takes input from various sensors, and processes the acquired voice signals and electroglottography (EGG) signals. Co-occurrence matrices in different directions and neighborhoods from the spectrograms of these signals were obtained. Several features such as energy, entropy, contrast, and homogeneity from these matrices were calculated and fed into a Gaussian mixture model-based classifier. Experiments were performed with a publicly available database, namely, the Saarbrucken voice database. The results demonstrate the feasibility of the proposed system in light of its high accuracy and speed. The proposed system can be extended to assess other disabilities in an ELE.Entities:
Keywords: Saarbrucken voice database; co-occurrence matrix, Gaussian mixture model; enhanced living environment; voice pathology assessment
Mesh:
Year: 2017 PMID: 28146069 PMCID: PMC5336070 DOI: 10.3390/s17020267
Source DB: PubMed Journal: Sensors (Basel) ISSN: 1424-8220 Impact factor: 3.576
Figure 1A framework of the voice pathology assessment using the cloud.
Figure 2Block diagram of the proposed voice pathology system using the voice signal and the EGG signal.
Figure 3Illustration of calculating co-occurrence matrices in (a) 1d and 0° direction; (b) 1d and 90° direction; (c) 2d and 0° direction; and (d) 2d and 90° direction.
Figure 4Accuracy of the system using the voice-only signal in different numbers of Gaussian mixtures.
Figure 5Accuracy of the system using the EGG-only signal in different numbers of Gaussian mixtures.
Figure 6Accuracy of the system using features from different co-occurrence matrices.
Figure 7Accuracies of the proposed systems in different “Type” signals.
Figure 8Accuracies of different systems.