Dominant Voiced Speech Segregation Using Onset Offset Detection and IBM Based Segmentation

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Dominant Voiced Speech Segregation Using Onset Offset Detection and IBM Based Segmentation Shibani.H 1, Lekshmi M S 2 M. Tech Student, Ilahia college of Engineering and Technology, Muvattupuzha, Kerala, India 1 Asst. Professor, Ilahia college of Engineering and Technology, Muvattupuzha, Kerala, India 2 Abstract: Computational Auditory Scene Analysis (CASA) has been the focus in recent literature for speech separation from monaural mixtures.the recent literature is based on the cochlear modelling using gamma-tone filter bank.while the computational complexity associated with gamma-tone filter bank is high; hence it is not applicable for an efficient hearing aid. Keywords: Cochlear filter, Frequency Mask, Monaural speech, Ideal Binary Mask, Onset-Offset, Segregation. I. INTRODUCTION In natural environment, speech from a single source undergoes continuous acoustic deterioration such as, additive noises from other channels, reverberations from surface reflections etc. While many of the applications in audio signal processing such as Automatic speaker recognition, telecommunication, and Hearing aid applications etc. requires an effective way to segregate the target speech from the monaural mixtures. The human have the ability to automatically segregate the speech and can focus to the target speaker even with one year. This perceptual property is known as Auditory Scene Analysis (ASA). Research and development in ASA will leads to the development of Computational Auditory scene analysis (CASA). Various algorithms have been proposed for monaural speech enhancement, [1][2] and they are generally based on some analysis of speech or interference and subsequent speech amplification or noise reduction. Another method in dealing with speech separation is to perform Eigen-decomposition [3] on an acoustic mixture and then apply subspace analysis to remove interference. Hidden Markov models have been used to model both speech and interference and then separate them [4][5].All these technique requires very accurate pitch estimation, which is a difficult task. An onset-offset based speech segregation technique is employed in Mahmoodzadeh [6] method. This algorithm determines onset and offset fronts from the onset offset values, and these fronts are used for segmentation and grouping. This paper proposes an incoherent modulator signal analysis and onset offset based approach for target speech signal separation from monaural mixtures. Also, the computational complexity associated with the gamma tone filter can be avoided here by replacing it with discrete modulation transform. Copyright to IJAREEIE www.ijareeie.com 612

II. SYSTEM DESCRIPTIONS Fig 1: Basic Block diagram The proposed multistage system is in fig: 1The main aim of the proposed system is to produce a mask for single channel speech separation. Thereupon, at first the modulation spectrum of the speech signal is calculated Discrete Short Time Modulation Transform (DSTMT) [7]. Then the pitch frequency range of the Target and interference signals are calculated by means of onset offset detection and ideal binary masking, and the pitch frequency range is used for the generation single channel speech segregation. A. T-F Decomposition. The T-F Decomposition achieved from STFT (short Time Fourier Transform), In this case, the data to be transformed could be broken up into chunks or frames. Each chunk is Fourier transformed, and the complex result is added to a matrix, which records magnitude and phase for each point in time and frequency. This can be expressed as: S(m,k)=STFT{s[n]}(m,k) (1) =. S(m, k) is a T-F transformed narrowband signal (with the time index m) coming out of the k th channel. Where s[n] represents signal and that of window is w[n]. B. Modulation Transform The signal S(m,k) can be represented as the product of Modulator Signal M(m,k) and Carrier Signal C(m,k). S(m,k)=M(m,k)*C(m,k) (2) The modulator signal of S(m,k) can be determined from the signal itself by the analysis of envelop detection. M(m, k) ev{s (m, k)} (3) Where ev is an operator for envelop detection. Envelope detector is the incoherent detector based on Hilbert envelope [8], since it is able to create a modulation spectrum that has a large area covered in the modulation frequency domain. For complex-valued sub bands, it acts as a magnitude operator as in eq (4). Copyright to IJAREEIE www.ijareeie.com 613

M(m, k) S (m, k) (4) Then the information regarding modulation frequency can be obtained by evaluating the Fourier transform of the modulating signal M(m,k).Then the Discrete Short time Modulation Transform of the signal s(n) can be defined as, S (k, i) = DFT {ev{stft {s (n)}}} C. Onset-Offset Position analysis (5) Many of the CASA algorithms are generally based on some analysis of speech or interference and subsequent speech amplification or noise reduction.while all these technique requires very accurate pitches estimation, which is a difficult task in itself for single speaker, even more complex in the presence of interfering speaker. This problem can be avoided by the onset offset based algorithm. In this approach at first the signal after modulation transform is smoothed using a low pass filter. Then its partial derivative with respect to modulating frequency will helps to easily determine the peaks and valleys of the signal referred as onset position and offset position respectively. D. Binary Mask Segmentation The next step is to form segments by matching Onset and offset positions. It can be achieved by means of an ideal binary mask. The ideal binary mask can be defined as, IBM (t,f)= (6) Where, is onset position obtained from onset offset analysis takes values from -10 to 10.Then the masked signal can be represented as, (t,f)={ } (7) The pitch range of the dominant signal can be determined from this masked signal. Similarly the pitch range of interference can be determined from the remaining part of the mixture. Using these pitch ranges we can estimate a proper mask for segregating the target signal from the interference signal. E. Frequency Masking Assume the input signal s (n) sampled at rate is a mixture of both the target signal (n) and the interference signal (n). s (n)= (n)+ (n) (8) For generating frequency mask, First we have to evaluate the of mean modulation spectral energy over the pitch frequency of both the target and interference signals. They can be represented as Then the frequency mask is calculated as, (k)= (9) (k)= (10) Copyright to IJAREEIE www.ijareeie.com 614

F (k,i)= (k)/[ (k)+ (k)] (11) The filter can be designed by taking the inverse Fourier transform followed by the multiplication of the phase response. The obtained filter is used to separate the target speech by convolution. (k,m)=s (k,m)*f(k,m) (12) III. RESULTS In the proposed algorithm were set at K = 512 and I = 512, and h (n) and g (m) were a 48-point and 78-point Hanning windows. The separation performance of the modulation masks was measured with the signal-to-distortion ratio (SDR). SDR=10 log (13) TABLE I RESULTS BASED ON SDR SDR (mixture) 11.4671 13.1495 15.2378 17.992 22.0508 SDR (separated) 21.2584 24.0134 28.0714 35.935 42.4489 Fig.2 Original and target signal s along time axis. Copyright to IJAREEIE www.ijareeie.com 615

Amplitude plot of Original and Mixture signals. Fig 3: Time Fig. 4 Welch Power Spectral Density estimate of mixture. Copyright to IJAREEIE www.ijareeie.com 616

IV. CONCLUSION AND DISCUSSION In this paper, we presented a new approach for monaural speech segregation based on onset offset analysis and ideal binary mask based segmentation. The proposed method is simple with reduced computational complexity and higher signal to noise ratio. REFERENCES [1] J. Benesty, S. Makino, and J. Chen, Ed., Speech enhancement, NewYork: Springer, 2005. [2] Y. Ephraim, H. Lev-Ari, and W. J. J. Roberts, A brief survey of speech enhancement, in The Electronic Handbook, CRC Press, 2005. [3] A. Rezayee and S. Gazor, An adaptive KLT approach for speech enhancment, IEEE Trans. Speech and Audio Process., vol. 9, pp. 87-95, 2001. [4] A. P. Varga and R. K. Moore, Hidden Markov model decomposition of speech and noise, Proceedings of ICASSP, pp. 845-848, 1990. [5] H. Sameti, H. Sheikhzadeh, L. Deng, and R. L. Brennan, HMM-based strategies for enhancement of speech signals embedded in nonstationary noise, IEEE Trans. Speech and Audio Process., vol. 6, pp. 445-455, 1998. [6] A. Mahmoodzadeh, H. R. Abutalebi, H. Soltanian-Zadeh, H. Sheikhzadeh Single Channel Speech Separation with a Frame-based Pitch Range Estimation Method in Modulation Frequency. [7] A. Mahmoodzadeh, H. R. Abutalebi, H. Soltanian-Zadeh, H. Sheikhzadeh.Single Channel Speech Separation with aframe-based Pitch Range Estimation Method inmodulation Frequency, EURASIP Journal on Advances in Signal Processing 2012. R Drullman, JM Festen, R Plomp, Effect of temporal envelope smearing on speech reception. J Acoust Soc Am. 95, 1053 1064. BIOGRAPHY Shibani H obtained her Bachelor s Degree in Electronics and Communication Engineering from M G University, Kottayam, India in 2011. She is doing the Masters of Engineering Degree in Applied Electronics in M G University, Kottayam, India. Lekshmi M S obtained her Bachelor s Degree in Electronics and Communication Engineering from Cochin University of Science and Technology, Cochin, India in 2004. She received the Masters of Engineering Degree in Digital Communication System Design from National Institute of Technology, Calicut, India. Her general research interests include Signal processing, cryptography, speech processing, and Computational Auditory Scene Analysis (CASA). Currently she is a research scholar at National Institute of Technology Calicut, India as well as serving as Assistant Professor in Ilahia College of Engineering, Muvattupuzha, India. Copyright to IJAREEIE www.ijareeie.com 617