1 / 19

Voice Activity Detection (VAD)

Voice Activity Detection (VAD). Problem : Determine if voice is present in a particular audio signal. Issues: loud noise classified as speech and soft speech classified as noise Applications Speech Recognition Speech transmission Speech enhancement

cerise
Télécharger la présentation

Voice Activity Detection (VAD)

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. Voice Activity Detection (VAD) • Problem: Determine if voice is present in a particular audio signal. • Issues: loud noise classified as speech and soft speech classified as noise • Applications • Speech Recognition • Speech transmission • Speech enhancement • Increases performance of speech applications more than any other single component • Goal: extract features from a signal that emphasize differences between speech and background noise

  2. General Signal Characteristics • Energy compared to long term noise estimates • K. Srinivasan, A. Gersho, “Voice activity detection for cellular networks,” Proc. Of the IEEE Speech Coding Workshop, Oct 1993, pp. 85-86 • Likelihood ratio based on statistical methods • Y.D. Cho, K. Al-Naimi, A. Kondoz, “Improved voide activity detection based on a smoothed statistical likelihood ratio,” Proceedings ICASSP, 2001, IEE Press • Compute the kurtosis • R. Gaubran, E. Nemer and S.Mahmoud, “SNR estimation of speech signals using subbands and fourth-order statistics,” IEEE Signal Processing Letters, vol. 6, no. 7, pp. 171-174, 1999

  3. Extract Features in Speech Model • Presence of pitch • “Digital cellular telecommunication system (phase 2+); voice activity detector for adaptive multi-rate (amr) speech traffic channels,” ETSI Report, DEN/SMG-110694Q7, 2000 • Formant shape • J.D. Hoyt, H.Wechsler, “Detection of human speech in structured noise,” Proc. IEEE International Conference on Acoustics, Speech , and Signal Processing, 1994, pp. 237-240 • Cepstrum • J.A. Haigh, J.S. Mason, “Robust voice activity detection using cepstral features,” IEEE TEN-CON, pp. 321-324, 1993

  4. Multi-channel Algorithms • Utilize additional information provided by additional sensors • P. Naylor, N. Doukas, T. Stathaki, “Voice activity detection using source separation techniques,” Proc. Eurospeech, 1997, pp. 1099-1102 • J.F. Chen, W. Ser, “Speech detection using microphone array,” Electronic Letters, vol 36(2), pp. 181-182, 2000 • Q. Zou, X. Zou, M. Zhang, Z. Lin, “A robust speech detection algorithm in a microphone array teleconferencing system,” Proc. ICASSP, 2001, IEEE Press

  5. Statistics: Mean • First moment - Mean or average value: μ = ∑i=1,N si • Second moment - Variance or spread: σ2 = 1/N∑i=1,N(si - μ)2 • Standard deviation – probability of distance from mean: σ • 3rd standardized moment- Skewness: γ1 = 1/N∑i=1,N(si-μ)3/σ3 • Negative tail: skew to the left • Positive tail: skew to the right • 4th standardized moment – Kurtosis: γ2 = 1/N∑i=1,N(si-μ)4/σ4 • Positive: relatively peaked • Negative: relatively flat

  6. VAD General approaches • Noise • Level estimated during periods of low energy • Adaptive estimate: The noise floor estimate lowers quickly and raises slowly when encountering non-speech frames • Energy: Speech energy significantly exceeds the noise level • Cepstrum Analysis • Voiced speech contains F0 plus harmonics that will show as a Cepstrum peak related to that periodicity and to voice. • Flat Cepstrums can result from a door slam or clap • Kurtosis:Linear prediction coding clean voiced speech residuals have a large kurtosis

  7. Likelihood Ratio Test (LRT) • L.Sohn, N.S. Kim, W.Sung, “A statistical model-based voice activity detection,” IEEE Signal Processing Letters, vol. 6, no.1, pp. 1-3, Jan 1999 • J. Ramirez, J.C. Segura, et. al., “Statistical voice activity detection using a multiple observation likelihood ratio test,” IEEE Signal Processing letters, vol. 12, no. 10, pp. 689-692, Oct 2005 • Utilizes the geometric mean: GM = (∏1,nai)1/n= e1/n∑1,n ln(ai)) log(GM) = log (∏1,nai)1/n) = 1/n log(∑1,nai)

  8. Geometric Mean • Arithmetic mean: applicable when using numeric quantities • Annual growth: 2.5, 3, and 3.5 million dollars • Geometric mean:applicable when using percentages • Company grows annually by 2.5, 3, and 3.5% • Example: A company starts with $1,000,000 • Assets grow by 2.5, 3, and 3.5 percent over three years • Arithmetic mean: 1/N∑i=1,Ngi = (1.025 + 1.03 + 1.035)/3 = 1.03 • Geometric mean: (∏i=1,Npi)1/N = (1.025*1.03*1.035)1/3 = 1.02999191 • Actual increase: $1,000,000*1.025*1.03*1.035 = $1,092,701.25 • Use arithmetic mean: $1,000,000*(1.03)3 = $1,092,727 • Use geometric mean: $1,000,000 * (1.02999191)3 = $1,092,701.25

  9. LRT Algorithm • Perform a DFFT of the audio signal • Likelihood of a fft bin magnitude being speech (p(k)) • Perform log of geometric mean of the bin probabilities: (1/K ∑k=0,K-1 log(p(k|speech)/P(k|non-speech) • Mark as speech or non-speech • if > upper threshold, mark as speech • If < lower threshold, mark as non-speech • If in between, use HMM or mark based on surrounding frames (multiple observance)

  10. Statistical Modelingof Noise K determines shape Θ determines spread Gaussian Laplacian Gamma

  11. Probability Distribution Formulas Gamma Laplacian f(x;u,b) = 1/(2b)e-|x-μ|/b μ: location b:scale Mean: μ Variance: 2b2 Skew: 0 Kurtosis: 3 Gaussian • F(x;k,r) = xk-1rke-rx)/(k-1)! • k: shape, r: rate of arrival • Mean: k/r • Variance: k/r2 • Skew: 2/k½ • Kurtosis: 6/k • F(x; μ,σ) = 1/(2πσ2)½ e-(x-μ)2/(2σ2) • Mean: μ • Variance: σ2 • Skew: 0 • Kurtosis: 0 VAD: Determine which distribution most matches the noise Example: if Kurtosis ≠ 0, can’t be Gaussian

  12. Harmonic Frequencies • Background • Voiced speech energy clusters around the formants • More frequency is in formant bins • Algorithm • If voice is present (high energy level compared to noise) • Determine fundamental frequency (f0) using Cepstral analysis or some other method. • Determine harmonics of F0 • Decide if speech by the geometric mean of the DFFT bins in the vicinity of the harmonics • Else Mark speech based on geometric mean of all DFFT bins

  13. Auto Correlation • Remove the DC offset and apply pre-emphasisxf[i] = (sf[i] – μf) – α(sf[i-1] – μf)where f=frame, μf = mean, α typically 0.96 • Apply the auto-correlation formula to estimate pitchRf[z] = ∑i=1,n-z xf[i]xf[i+z]/∑i=1,F xf[i]2M[k] = max(rf[z]) • Expectation: Voiced speech should produce a higher M[k] than unvoiced speech, silence, or noise frames • Notes: • We can do the same thing with Cepstrals • Auto-correlation complexity improved by limiting the Rf[z] values that we bother to compute

  14. Zero Crossing • The effectiveness of auto correlation decreases as SNR approaches zero • Enhancement to Auto Correlation method when SNR values are low • Algorithm • Eliminate the pre-emphasis step (preserve the original pitch) • Assume every two zero crossings is a pitch period • Auto correlate each period with its predecessor

  15. Use of Entropy as VAD Metric FOR each frame Decompose the signal into 24 Bark (or Mel) scale bands Compute the energy in each frequency band FOR each band of frequencies energy[band] = ∑i=bstart,bend|x[i]|2 IF an initial or low energy frame, noise[band] = energy[band] ELSE speech[band]= energy[band] – noise[band] Sort speech[band] and select subset of bands with max speech[band] values Compute the probability of energy[band]/totalEnergy Compute entropy = - ∑useful bandsP(energy[band]) log(P(energy[band])) Note: We expect higher entropy in noise; signal, should be organized Adaptive Noise adjustment: for frame f and 0 < α <1noise[band] = α energy[band]f-1 * (1- α) energy[band]f

  16. Unvoiced Speech DetectorBark Scale Decomposition • EL,0 = sum of all level five energy bands • EL,1 = sum of first four level 4 energy bands • EL,2 = sum of last five level 4 energy bands + first level 3 energy band • IF EL,2 > EL,1 > EL,0 and EL,0/EL,2 < 0.99, THEN frame is unvoiced speech

  17. G 729 VAD Algorithm • Importance: An industry standard and a reference to compare new algorithm proposals • Overview • A VAD decision is made every 10 ms • Features: full band energy, the low band energy, the zero-crossing rate, and a spectral measure. • A Long term calculation averages frames judged to not contain voice • VAD decision: • compute differences between a frame and noise estimate. • Average values from predecessor frames to prevent eliminating non-voiced speech • IF differences > threshold, return true; ELSE return false

  18. Other algorithms • Analyze a larger window and classify based on the percentage of time voice appears to be present or absent • Focus on the change of signal peak energy at the onset and termination of speech. • Onset: drastic increase in peak energy • Continuous speech: intermittent peak spikes • Termination: absence of peak spikes and energy

  19. Evaluating ASR Performance • Importance of VAD • The VAD component impacts speech recognition the most • Without VAD, ASR accuracy degrades to less than 30% in noisy environments • Evaluation standards • Without an objective standard, researchers will not be able evaluate how various algorithms impact ASR accuracy • H.G. Hirsch, D. Pearce, “The Aurora experimental framework for the performance evaluation of speech recognition systems under noisy conditions,” Proc. ISCA ITRW ASR2000, vol. ASSP-32, pp. 181-188, Sep. 2000

More Related