Dissociated Dipoles: Image representation via non-local comparisons

A fundamental question in visual neuroscience is how to represent image structure. The most common representational schemes rely on differential operators that compare adjacent image regions. While well-suited to encoding local relationships, such operators have significant drawbacks. Specifically,...

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Main Authors: Balas, Benjamin J., Sinha, Pawan
Language:en_US
Published: 2005
Subjects:
Online Access:http://hdl.handle.net/1721.1/30398
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author Balas, Benjamin J.
Sinha, Pawan
author_facet Balas, Benjamin J.
Sinha, Pawan
author_sort Balas, Benjamin J.
collection MIT
description A fundamental question in visual neuroscience is how to represent image structure. The most common representational schemes rely on differential operators that compare adjacent image regions. While well-suited to encoding local relationships, such operators have significant drawbacks. Specifically, each filter’s span is confounded with the size of its sub-fields, making it difficult to compare small regions across large distances. We find that such long-distance comparisons are more tolerant to common image transformations than purely local ones, suggesting they may provide a useful vocabulary for image encoding. .We introduce the “Dissociated Dipole,” or “Sticks” operator, for encoding non-local image relationships. This operator de-couples filter span from sub-field size, enabling parametric movement between edge and region-based representation modes. We report on the perceptual plausibility of the operator, and the computational advantages of non-local encoding. Our results suggest that non-local encoding may be an effective scheme for representing image structure.
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spelling mit-1721.1/303982019-04-12T08:26:00Z Dissociated Dipoles: Image representation via non-local comparisons Balas, Benjamin J. Sinha, Pawan AI image representation recognition non-local filtering A fundamental question in visual neuroscience is how to represent image structure. The most common representational schemes rely on differential operators that compare adjacent image regions. While well-suited to encoding local relationships, such operators have significant drawbacks. Specifically, each filter’s span is confounded with the size of its sub-fields, making it difficult to compare small regions across large distances. We find that such long-distance comparisons are more tolerant to common image transformations than purely local ones, suggesting they may provide a useful vocabulary for image encoding. .We introduce the “Dissociated Dipole,” or “Sticks” operator, for encoding non-local image relationships. This operator de-couples filter span from sub-field size, enabling parametric movement between edge and region-based representation modes. We report on the perceptual plausibility of the operator, and the computational advantages of non-local encoding. Our results suggest that non-local encoding may be an effective scheme for representing image structure. 2005-12-19T22:36:12Z 2005-12-19T22:36:12Z 2003-08-13 MIT-CSAIL-TR-2003-011 AIM-2003-018 CBCL-229 http://hdl.handle.net/1721.1/30398 en_US Massachusetts Institute of Technology Computer Science and Artificial Intelligence Laboratory 15 p. 18211324 bytes 682491 bytes application/postscript application/pdf application/postscript application/pdf
spellingShingle AI
image representation
recognition
non-local filtering
Balas, Benjamin J.
Sinha, Pawan
Dissociated Dipoles: Image representation via non-local comparisons
title Dissociated Dipoles: Image representation via non-local comparisons
title_full Dissociated Dipoles: Image representation via non-local comparisons
title_fullStr Dissociated Dipoles: Image representation via non-local comparisons
title_full_unstemmed Dissociated Dipoles: Image representation via non-local comparisons
title_short Dissociated Dipoles: Image representation via non-local comparisons
title_sort dissociated dipoles image representation via non local comparisons
topic AI
image representation
recognition
non-local filtering
url http://hdl.handle.net/1721.1/30398
work_keys_str_mv AT balasbenjaminj dissociateddipolesimagerepresentationvianonlocalcomparisons
AT sinhapawan dissociateddipolesimagerepresentationvianonlocalcomparisons