2022 IEEE International Conference on Image Processing (ICIP) 2022
DOI: 10.1109/icip46576.2022.9897946
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On The Benefit of Parameter-Driven Approaches for the Modeling and the Prediction of Satisfied User Ratio for Compressed Video

Abstract: The human eye cannot perceive small pixel changes in images or videos until a certain threshold of distortion. In the context of video compression, Just Noticeable Difference (JND) is the smallest distortion level from which the human eye can perceive the difference between reference video and the distorted/compressed one. Satisfied-User-Ratio (SUR) curve is the complementary cumulative distribution function of the individual JNDs of a viewer group. However, most of the previous works predict each point in SUR… Show more

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Cited by 12 publications
(24 citation statements)
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“…For instance, for subjects who tend to provide lower (larger) scores that are accurate, i.e., correlated with the ground truth quality of the stimuli under evaluation, the bias weights corresponding to low (high) opinion scores on the quality scale are significantly greater than those of the others. As a consequence, from Eq (12), we conclude that low (or high) opinion scores are more attractive for this type of subject. Therefore, since this type of subject is not inconsistent, i.e., β does not tend to 0, our scoring model in Eq (23) simply indicates that they have a high probability of choosing a lower (or higher) opinion score when evaluating the quality of any stimulus.…”
Section: B Parameter β and Subject Inconsistencymentioning
confidence: 81%
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“…For instance, for subjects who tend to provide lower (larger) scores that are accurate, i.e., correlated with the ground truth quality of the stimuli under evaluation, the bias weights corresponding to low (high) opinion scores on the quality scale are significantly greater than those of the others. As a consequence, from Eq (12), we conclude that low (or high) opinion scores are more attractive for this type of subject. Therefore, since this type of subject is not inconsistent, i.e., β does not tend to 0, our scoring model in Eq (23) simply indicates that they have a high probability of choosing a lower (or higher) opinion score when evaluating the quality of any stimulus.…”
Section: B Parameter β and Subject Inconsistencymentioning
confidence: 81%
“…In any case, if a subject is not inconsistent, the β parameter does not tend to 0; therefore, the probability of choosing a certain opinion score (see Eq (23)) is mainly determined by the total attractiveness (see Eq (12)) of that opinion score for that subject.…”
Section: B Parameter β and Subject Inconsistencymentioning
confidence: 99%
See 3 more Smart Citations