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Updated: Sep 10, 2025

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The asymmetry system properties of the visual system: Evidence from serial face processing
Jun-Ming Yu1,2,3, Haojiang Ying1,4,5
1Department of Psychology, Soochow University, Suzhou, China.
Journal of Vision
|August 27, 2025
Summary
Visual perception isn't always Markovian. Serial dependence in judging facial traits like attractiveness and dominance is disrupted when switching between traits, revealing asymmetrical visual system properties.
Area of Science:
- Cognitive Neuroscience
- Computational Vision
- Psychophysics
Background:
- Visual perception is a continuous process, but its system properties remain incompletely understood.
- Visual serial dependence, where current perception is biased by prior stimuli, suggests potential Markov-like processing.
- Investigating serial dependence offers insights into how the visual system integrates past and present information.
Purpose of the Study:
- To investigate the system properties of visual serial dependence.
- To determine if visual processing adheres to Markovian principles (memoryless property).
- To examine how prior input (face) and prior output (perception) influence current judgments of facial traits.
Main Methods:
- Participants rated faces on attractiveness, trustworthiness, and dominance in randomized sequences.
- Experimental design manipulated whether consecutive ratings involved the same or different traits.
- Statistical analyses included derivative of Gaussian, Markov chain, and linear mixed-effects modeling.
Main Results:
- Serial dependence was disrupted when alternating between attractiveness and dominance traits.
- Both memoryless and Markov assumptions were violated under these specific alternating conditions.
- No disruption or violation of assumptions was observed under other trait-alternating conditions.
Conclusions:
- Different aspects of visual computation can exhibit asymmetrical system properties.
- Serial dependence is a valuable tool for probing the rules of visual information integration.
- The visual system's integration of past and present information is more complex than simple Markovian models suggest.
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