Abstract

Non-accidental properties (NAPs) correspond to image properties that are invariant to changes in viewpoint (e.g., straight vs. curved contours) and are distinguished from metric properties (MPs) that can change continuously with in-depth object rotation (e.g., aspect ratio, degree of curvature, etc.). Behavioral and electrophysiological studies of shape processing have demonstrated greater sensitivity to differences in NAPs than in MPs. However, previous work has shown that such sensitivity is lacking in multiple-views models of object recognition such as Hmax. These models typically assume that object processing is based on populations of view-tuned neurons with distributed symmetrical bell-shaped tuning that are modulated at least as much by differences in MPs as in NAPs. Here, we test the hypothesis that unsupervised learning of invariances to object transformations may increase the sensitivity to differences in NAPs vs. MPs in Hmax. We collected a database of video sequences with objects slowly rotating in-depth in an attempt to mimic sequences viewed during object manipulation by young children during early developmental stages. We show that unsupervised learning yields shape-tuning in higher stages with greater sensitivity to differences in NAPs vs. MPs in agreement with monkey IT data. Together, these results suggest that greater NAP sensitivity may arise from experiencing different in-depth rotations of objects.

Highlights

  • Invariant object recognition is a notoriously challenging computational problem (Marr, 1982)

  • We first reproduced the results by Amir et al (2012) demonstrating that the original HMAX failed to exhibit a greater sensitivity for nonaccidental properties (NAPs) vs. metric properties (MPs)

  • As in the original electrophysiology study, units were selected based on their visual responsiveness to the base images in the stimulus dataset used for electrophysiology which yielded 243 NAP-MP comparisons

Read more

Summary

Introduction

Invariant object recognition is a notoriously challenging computational problem (Marr, 1982). There exist qualitative shape properties that remain stable across changes in viewpoint, e.g., whether an edge is straight or curved, whether a surface is convex or concave, or whether a cross section ends at a point vs a side. These qualitative properties are known as nonaccidental properties (NAPs) and need to be contrasted with their quantitative counterparts known as metric properties (MPs)

Methods
Results
Conclusion
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call