Title Information
Title
Attractor Dynamics in Large Scale Recurrent Neural Networks
Type of Resource (primo)
dissertations
Name: Personal
Name Part
Govindarajan, Lakshmi Narasimhan
Role
Role Term: Text
creator
Name: Personal
Name Part
Serre, Thomas
Role
Role Term: Text
Advisor
Name: Personal
Name Part
Frank, Michael
Role
Role Term: Text
Reader
Name: Personal
Name Part
Badre, David
Role
Role Term: Text
Reader
Name: Corporate
Name Part
Brown University. Department of Cognitive, Linguistic, and Psychological Sciences
Role
Role Term: Text
sponsor
Origin Information
Copyright Date
2023
Physical Description
Extent
XXiii, 134 p.
digitalOrigin
born digital
Note: thesis
Thesis (Ph. D.)--Brown University, 2023
Genre (aat)
theses
Abstract
Biological brains are dynamic. Recent advances in electrophysiology and neuroimaging have helped uncover various mechanisms through which brains construct and utilize rich variations in neural activity patterns for computations. In particular, the primate visual cortex consists of more than thirty densely interconnected areas whose constituent neurons exhibit a wide range of complex activation patterns in response to visual stimulation. Despite this, models of visual function have historically embraced a highly simplified paradigm within which computations are carried out as a finite cascade of operations in serial. The deep feedforward neural network (DNN) family is the modern-day manifestation of such a model class. In recent years, significant technological advances in computing infrastructure coupled with the availability of large, annotated datasets have propelled the adoption of DNNs as the de facto model of vision. DNNs have indeed demonstrated immense proficiency when trained on large-scale, naturalistic visual challenge benchmarks to the extent that they are now on par with, or sometimes beyond, human-level performance. Their impressive successes, however, mask fundamental deficiencies. Our experiments, probing the ability of DNNs to systematically generalize to held-out parameterizations of Pathfinder, a visual challenge task suite, reveal one such deficiency: DNNs can appear to learn fundamental and reusable visual computations while crudely approximating an input-output mapping pertaining to the dataset and task at hand. We posit that this pathology is a consequence of having only a fixed computational budget specified by the number of operations in a model's computational graph. Recurrently connected networks, like those in the primate visual cortex, have the ability to leverage an infinite computational budget through feedback cycles and are promising candidate solutions for the problem mentioned above. However, recurrent network models are hard to train due to well-documented gradient and memory issues. We draw inspiration from neuroscience and derive a novel learning algorithm called Contractive Recurrent Backpropagation (C-RBP) that relies on our model constructing fixed-point attractors. We demonstrate that recurrent vision models trained with C-RBP can not only learn hard parameterizations of Pathfinder but can also successfully generalize to held-out parameterizations at a fraction of parameter- and memory costs when compared to DNNs. We subsequently extend these principles to recurrent vision models trained to solve a large-scale visual challenge (MS-COCO Panoptic Segmentation) and show that our approach outperforms the leading feedforward approach with far fewer free parameters. Furthermore, we show that the visual representation dynamics emerging from our C-RBP trained recurrent neural networks can ably support downstream utilization for decision-making, provide a framework to study the interactions between vision and higher cognitive functions, and facilitate the comparison between model and human behavior in various scenarios.
Subject
Topic
Machine Learning
Subject
Topic
Computer Vision
Subject (fast) (authorityURI="http://id.worldcat.org/fast", valueURI="http://id.worldcat.org/fast/01036260")
Topic
Neural networks (Computer science)
Subject (fast) (authorityURI="http://id.worldcat.org/fast", valueURI="http://id.worldcat.org/fast/00872004")
Topic
Computational neuroscience
Subject
Topic
Deep Learning
Subject (fast) (authorityURI="http://id.worldcat.org/fast", valueURI="http://id.worldcat.org/fast/00820911")
Topic
Attractors (Mathematics)
Language
Language Term (ISO639-2B)
English
Record Information
Record Content Source (marcorg)
RPB
Record Creation Date (encoding="iso8601")
20230207