IP Library Granted Patent US 10,789,962
Granted Patent B2
US 10,789,962 · App. 16/186,851 · Granted Sep 29, 2020

System and method to correct for packet loss using hidden markov models in ASR systems

Inventors: Srinath Cheluvaraja (Carmel, IN); Ananth Nagaraja Iyer (Carmel, IN); Aravind Ganapathiraju (Hyderabad, IN); Felix Immanuel Wyss (Zionsville, IN)
G10L19/005G10L15/08G10L15/14G10L15/142G10L15/20G10L15/02G10L25/18G10L25/21G10L2015/025G10L2019/0012
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Quick Facts
Patent No.
US 10,789,962
App. No.
16/186,851
Granted
Sep 29, 2020
Kind
B2
Abstract

A system and method are presented for the correction of packet loss in audio in automatic speech recognition (ASR) systems. Packet loss correction, as presented herein, occurs at the recognition stage without modifying any of the acoustic models generated during training. The behavior of the ASR engine in the absence of packet loss is thus not altered. To accomplish this, the actual input signal may be rectified, the recognition scores may be normalized to account for signal errors, and a best-estimate method using information from previous frames and acoustic models may be used to replace the noisy signal.

Claims (74)

1. A method to correct for packet loss in an audio signal in automatic speech recognition systems comprising maximum likelihood prediction wherein the maximum likelihood prediction further comprises the steps of:

a. determining Hidden Markov Model state occupation probabilities in an acoustic model within the automatic speech recognition system prior to a packet loss event, wherein the Hidden Markov Model state occupation probabilities are determined using the mathematical equation

P

(

x

(

t

+

1

)

x

(

1

)

,

x

(

2

)

x

(

t

)

)

=

ik

alpha

(

i

)

t

(

ik

)

b

(

k

)

(

x

(

t

+

1

)

)

where P represents a probability distribution of a feature vector at x(t+1), alpha(i) represents a state occupation probability at time t for state (i), t(ik) represents a state transition probability from state i to k, and where b(k)(x(t+1)) represents a Gaussian mixture distribution for a feature x(t+1) from a state k belonging to a phoneme model; and

b. predicting feature values of packets in the packet loss section of the audio signal based on the determined Hidden Markov Model state occupation probabilities.

2. The method of claim 1 , wherein the predicting of the feature values further comprises determining if a feature value is at a first state of the acoustic model and if a next state is at the first state or at a second state.

3. The method of claim 1 , wherein the predicting of the feature values further comprises determining if a feature value is at a second state and a next state is in a same state or an other state of the acoustic model.

4. The method of claim 3 , wherein the other state of the acoustic model comprises a last state.

5. The method of claim 4 , wherein a next state after the last state must be the same state or a first state of a next node in a lexical network.

6. The method of claim 1 wherein audio frames of the audio signal are decomposed into overlapping frames of 20 ms with an overlap factor.

Assignments (4)
NOTICE OF SUCCESSION OF SECURITY INTERESTS AT REEL/FRAME 04814/0387 Recorded Feb 5, 2025
From: BANK OF AMERICA, N.A., AS RESIGNING AGENT
To: GOLDMAN SACHS BANK USA, AS SUCCESSOR AGENT
Reel/Frame 070115/0445 →
CHANGE OF NAME Recorded May 13, 2024
From: GENESYS TELECOMMUNICATIONS LABORATORIES, INC.
To: GENESYS CLOUD SERVICES, INC.
Reel/Frame 067391/0073 →
SECURITY AGREEMENT Recorded Feb 22, 2019
From: GENESYS TELECOMMUNICATIONS LABORATORIES, INC.; ECHOPASS CORPORATION; GREENEDEN U.S. HOLDINGS II, LLC
To: BANK OF AMERICA, N.A., AS COLLATERAL AGENT
Reel/Frame 048414/0387 →
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Jan 2, 2019
From: CHELUVARAJA, SRINATH; IYER, ANANTH NAGARAJA; GANAPATHIRAJU, ARAVIND; WYSS, FELIX IMMANUEL
To: GENESYS TELECOMMUNICATIONS LABORATORIES, INC.
Reel/Frame 048000/0489 →
Continuity (3)
Division 14638198 · Mar 4, 2015
Provisional Application 61947841 · Mar 4, 2014
Related Publication 20190080701A1 · Mar 14, 2019