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Dive into the research topics where Stephen Sebastian is active.

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Featured researches published by Stephen Sebastian.


Proceedings of the National Academy of Sciences of the United States of America | 2017

Constrained sampling experiments reveal principles of detection in natural scenes

Stephen Sebastian; Jared Abrams; Wilson S. Geisler

Significance The visibility of a target object may be affected by the specific properties of the background scene at and near the target’s location, and by how uncertain the observer is (from one occasion to the next) about the values of the background and target properties. An experimental technique was used to measure how several background properties, and uncertainty, affect human detection thresholds for target objects in natural scenes. The thresholds varied in a highly lawful fashion—multidimensional Weber’s law—that is predicted directly from the statistical structure of natural scenes. The results suggest that the neural gain control mechanisms underlying multidimensional Weber’s law evolved because they are optimal for detection in natural scenes under conditions of high uncertainty. A fundamental everyday visual task is to detect target objects within a background scene. Using relatively simple stimuli, vision science has identified several major factors that affect detection thresholds, including the luminance of the background, the contrast of the background, the spatial similarity of the background to the target, and uncertainty due to random variations in the properties of the background and in the amplitude of the target. Here we use an experimental approach based on constrained sampling from multidimensional histograms of natural stimuli, together with a theoretical analysis based on signal detection theory, to discover how these factors affect detection in natural scenes. We sorted a large collection of natural image backgrounds into multidimensional histograms, where each bin corresponds to a particular luminance, contrast, and similarity. Detection thresholds were measured for a subset of bins spanning the space, where a natural background was randomly sampled from a bin on each trial. In low-uncertainty conditions, both the background bin and the amplitude of the target were fixed, and, in high-uncertainty conditions, they varied randomly on each trial. We found that thresholds increase approximately linearly along all three dimensions and that detection accuracy is unaffected by background bin and target amplitude uncertainty. The results are predicted from first principles by a normalized matched-template detector, where the dynamic normalizing gain factor follows directly from the statistical properties of the natural backgrounds. The results provide an explanation for classic laws of psychophysics and their underlying neural mechanisms.


Journal of Vision | 2015

Defocus blur discrimination in natural images with natural optics.

Stephen Sebastian; Johannes Burge; Wilson S. Geisler


Journal of Vision | 2018

Decision-variable correlation

Stephen Sebastian; Wilson S. Geisler


Journal of Vision | 2012

Human defocus blur discrimination in natural images

Stephen Sebastian; Johannes Burge; Wilson S. Geisler


Journal of Vision | 2018

Ideal observer for detection of occluding targets in natural scenes in the fovea and periphery.

R Calen Walshe; Stephen Sebastian; Wilson S. Geisler


Journal of Vision | 2018

Decision-Variable Correlation: An Extension of SDT

Wilson S. Geisler; Stephen Sebastian


Journal of Vision | 2017

Multidimensional Normalization is Optimal for Detection in Natural Scenes

Wilson S. Geisler; Stephen Sebastian; Jared Abrams


Journal of Vision | 2017

Submasking: A Key Factor in Human Pattern Vision

Stephen Sebastian; Wilson S. Geisler


Journal of Vision | 2017

Statistics of boundary, luminance, and pattern information predict occluding target detection in natural backgrounds

R Calen Walshe; Stephen Sebastian; Wilson S. Geisler


Journal of Vision | 2016

Detection of occluding targets across the visual field

Stephen Sebastian; R. Walshe; Wilson S. Geisler

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Wilson S. Geisler

University of Texas at Austin

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Johannes Burge

University of Pennsylvania

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Jared Abrams

University of Texas at Austin

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R Calen Walshe

University of Texas at Austin

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R. Walshe

University of Texas at Austin

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