Quaternion Two-Dimensional Common Factor Decomposition of Head Related Impulse Responses
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X. Zhou, and CH. FA. Chan, "Quaternion Two-Dimensional Common Factor Decomposition of Head Related Impulse Responses," Paper 43, (2019 March.). doi:
X. Zhou, and CH. FA. Chan, "Quaternion Two-Dimensional Common Factor Decomposition of Head Related Impulse Responses," Paper 43, (2019 March.). doi:
Abstract: Head related impulse response (HRIR) is the total filtering effect induced from the reflection and diffraction of head, torso and pinna. Quaternion is a number system that extends the complex numbers. In this paper, quaternion algebra is applied to exploit the similarities among HRIRs and construct the quaternion impulse response in 7 strategies. A novel quaternion-based two-dimensional common factor decomposition is developed to decompose the quaternion-HRIRs into azimuth and elevation factors. Two datasets are used for experiments. Results show the Q-2D-CFD could achieve better performance than 2D-CFD, also, the quaternion HRTF formation strategy which exploits the front-back similarity and interaural similarity outperforms other strategies.
@article{zhou2019quaternion,
author={zhou, xun and chan, cheung fat},
journal={journal of the audio engineering society},
title={quaternion two-dimensional common factor decomposition of head related impulse responses},
year={2019},
volume={},
number={},
pages={},
doi={},
month={march},}
@article{zhou2019quaternion,
author={zhou, xun and chan, cheung fat},
journal={journal of the audio engineering society},
title={quaternion two-dimensional common factor decomposition of head related impulse responses},
year={2019},
volume={},
number={},
pages={},
doi={},
month={march},
abstract={head related impulse response (hrir) is the total filtering effect induced from the reflection and diffraction of head, torso and pinna. quaternion is a number system that extends the complex numbers. in this paper, quaternion algebra is applied to exploit the similarities among hrirs and construct the quaternion impulse response in 7 strategies. a novel quaternion-based two-dimensional common factor decomposition is developed to decompose the quaternion-hrirs into azimuth and elevation factors. two datasets are used for experiments. results show the q-2d-cfd could achieve better performance than 2d-cfd, also, the quaternion hrtf formation strategy which exploits the front-back similarity and interaural similarity outperforms other strategies.},}
TY - paper
TI - Quaternion Two-Dimensional Common Factor Decomposition of Head Related Impulse Responses
SP -
EP -
AU - Zhou, Xun
AU - Chan, Cheung Fat
PY - 2019
JO - Journal of the Audio Engineering Society
IS -
VO -
VL -
Y1 - March 2019
TY - paper
TI - Quaternion Two-Dimensional Common Factor Decomposition of Head Related Impulse Responses
SP -
EP -
AU - Zhou, Xun
AU - Chan, Cheung Fat
PY - 2019
JO - Journal of the Audio Engineering Society
IS -
VO -
VL -
Y1 - March 2019
AB - Head related impulse response (HRIR) is the total filtering effect induced from the reflection and diffraction of head, torso and pinna. Quaternion is a number system that extends the complex numbers. In this paper, quaternion algebra is applied to exploit the similarities among HRIRs and construct the quaternion impulse response in 7 strategies. A novel quaternion-based two-dimensional common factor decomposition is developed to decompose the quaternion-HRIRs into azimuth and elevation factors. Two datasets are used for experiments. Results show the Q-2D-CFD could achieve better performance than 2D-CFD, also, the quaternion HRTF formation strategy which exploits the front-back similarity and interaural similarity outperforms other strategies.
Head related impulse response (HRIR) is the total filtering effect induced from the reflection and diffraction of head, torso and pinna. Quaternion is a number system that extends the complex numbers. In this paper, quaternion algebra is applied to exploit the similarities among HRIRs and construct the quaternion impulse response in 7 strategies. A novel quaternion-based two-dimensional common factor decomposition is developed to decompose the quaternion-HRIRs into azimuth and elevation factors. Two datasets are used for experiments. Results show the Q-2D-CFD could achieve better performance than 2D-CFD, also, the quaternion HRTF formation strategy which exploits the front-back similarity and interaural similarity outperforms other strategies.
Authors:
Zhou, Xun; Chan, Cheung Fat
Affiliation:
City University of Hong Kong
AES Conference:
2019 AES International Conference on Immersive and Interactive Audio (March 2019)
Paper Number:
43
Publication Date:
March 17, 2019Import into BibTeX
Permalink:
http://www.aes.org/e-lib/browse.cfm?elib=20411