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Evaluation of Sparsification algorithm and Its Application in Speaker Recognition System

机译:稀疏算法评估及其在扬声器识别系统中的应用

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This paper proposes spectral domain compression of the speech signal using novel sparsing algorithms. In a sparse algorithm, representation little quantity of coefficients holds a large proportion of the energy. Automatic Speaker Recognition (ASR) sparsity can play a major role to resolve big data issues in speech compression and its storage in the database, where the speech signal can be compressed before applying to ASR system and later can be used in speaker recognition. The Speech signal is converted to a spectral domain using Discrete Rajan Transform (DRT) and only first spectrum component has been retained forcing the remaining component to zero. The speech signal spectrum can be maximally compressed 8:1 ratio to the unique one. Spectrally compressed speech signal can be stored in the database and during training and testing time it can be synthesized using Inverse Discrete Rajan Transform (IDRT) in automatic speaker recognition. Acceptable speech signal spectral compression is 75% with Percentage of Identification Accuracy (PIA) of the speaker recognition system with sparsing is 95.3% and without sparsification 98.8% for TIMIT database respectively. In this paper the Novel Fuzzy Vector Quantization (NFVQ) feature matching technique was used, due to high accuracy.
机译:本文提出了使用新型稀疏算法的语音信号的光谱域压缩。在稀疏算法中,表示少量的系数具有很大比例的能量。自动扬声器识别(ASR)稀疏可以发挥重要作用来解决语音压缩中的大数据问题及其在数据库中的存储,在应用于ASR系统之前可以压缩语音信号,以后可以用于扬声器识别。使用离散的RAJAN变换(DRT)将语音信号转换为频谱域,并且仅保留了第一频谱分量迫使剩余分量为零。语音信号光谱可以最大地压缩8:1与唯一的比率。频谱压缩的语音信号可以存储在数据库中,并且在训练和测试时间期间,可以在自动扬声器识别中使用逆离散RAJAN变换(IDRT)来合成。可接受的语音信号光谱压缩是75%,扬声器识别系统的识别精度百分比分别具有95.3%,而不为Timit数据库的稀疏98.8%。本文由于高精度,使用了新型模糊矢量量化(NFVQ)特征匹配技术。

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