Modeling event perception in infancy
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Transcript of Modeling event perception in infancy
Arthur Franz 1
Modeling event perception in Modeling event perception in infancyinfancy
Arthur Franz
Frankfurt Institute for Advanced Studies
http://fias.uni-frankfurt.de
FIAS, 2008-4-29
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• Where does knowledge come from?
Study “simple” systems: infants
• Perception and conception of spatial events seem to be crucial
• E.g.: occlusion, launching, object unity and, permanence, continuity, object solidity, support,… ”naïve physics”
• Hypothesis: most of them can be learned from purely statistical properties of visual input.
MotivationMotivation
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How do people investigate what infants know?
Habituation paradigm
Example: Perception of object unity
The habituation paradigmThe habituation paradigm
rod movement baseline
habituationdisplays
testdisplays
habituation test
habituation test
Mean
lookin
g tim
e
(sec)
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Input example for the object unity experiment
7 x 7 pixel retina
BACKGROUND
FOREGROUND
We build a network that learns to represent occluded objects.
How can we model this?How can we model this?
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Assumption:
Neurons tuned to
velocity AND disparity
In MT?
Input codingInput coding
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Neural networkNeural network
Got it?Got it?
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Calculation detailsCalculation details
Learning: backpropagation of error with Learning: backpropagation of error with realreal inputs and outputs. inputs and outputs.
Objective function:Objective function:
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Pre-training corresponds to the infant’s visual experience with the world
Varying the pre-training time allows for modeling infant’s of various ages!
Pretraining with random
moving or stationary rectangles
Pre-trainingPre-training
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What the network What the network “imagines”“imagines”
real inputsreal inputs
real outputsreal outputs
full inputsfull inputs
imagined outputsimagined outputs
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In infant experiments the looking time is measured.
Looking time ~ attention, novelty ~ habituation (“tiring”) of certain neurons in the infant’s brain.
New stimulus => other neurons get active => dishabituation
Dishabituation in the model = difference between the hidden layer activity during habituation and the activity during a test stimulus.
Relation to infant Relation to infant experimentsexperiments
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Modeling object unity (1)Modeling object unity (1)full inputs
rod movement baseline
complete rod broken rod
Rod movement => preference for broken rod
Baseline => no preference
habituationdisplays
testdisplays
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Modeling object unity (2)Modeling object unity (2)
rod occlusion complete rod broken rod control control
habituationdisplays
testdisplays
Rod occlusion => preference for broken rod (age effect!)
Complete rod control => pref. for broken rod
Broken rod control => pref. for complete rod
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Modeling object unity (3)Modeling object unity (3)full inputs
rod occlusion rod pieces
Rod occlusion => preference for broken rod
Rod pieces => preference for broken rod
habituationdisplays
testdisplays
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Modeling object unity (4)Modeling object unity (4) rod moves rod & block move block moves no movement
habituationdisplays
testdisplays
Result: after long pre-training the network shows a preference for the broken rod in each condition!=> Age effect, see adult data
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Modeling object unity (5)Modeling object unity (5)
rod-polygon baseline
complete broken
rod-polygon => preference for broken rod
Baseline => no preference
habituationdisplays
testdisplays
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Adult dataAdult data
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Modeling perception of Modeling perception of occluded trajectories (1) occluded trajectories (1)
habituation
continuoustest
discontinuoustest
thick occluderthin occluder4-month-olds
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Modeling perception of Modeling perception of occluded trajectories (2)occluded trajectories (2)
habituationdisplays
testdisplays
exp. condition baseline long pre-training
exp. condition baselineshort pre-training
Exp. condition => preference for discontinuous display
Exp. condition => preference forcontinuous display
Baseline => no preference
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Modeling perception of Modeling perception of occluded trajectories (3)occluded trajectories (3)
thin
thick
• Natural explanation for data• Model explains how and why preferences change• Object permanence develops in the network!
2 mo 4 mo 6 mo
preference
Pre-training time / 1000
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• The neural network provides a model of infant’s perception of occluded objects, object unity and object permanence.
• In total 9 fundamental experiments from 2 different laboratories have been explained.
• The network is a developmental model and can reveal the mechanisms of change. Especially, the how and why questions can be adressed.
• It demonstrates that much of infants’ perception can be learned and explained solely on the basis of statistical regularities of raw visual input. No innate principles or modules need to be postulated.
SummarySummary
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• Backpropagation of error => Andrea’s network?
• Dishabituationmeasurment is done only with first hidden layer. What not the second? Why not the whole network? Habituation with intrinsic plasticity?
• Stimuli are “flat” on the screen in the lab => no bottom-up disparity-based separation possible!
• Evidence for neurons tuned to both velocity AND disparity?
• In some experiments the prediction error is more suitable as a dishabituation measure. How to combine?
• Imagined outputs are noisy. The calculation of the full inputs is too “constructed”.
Drawbacks and open Drawbacks and open questionsquestions
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• Predictions of the model
• Elaborate the relation of this model to the experimenters verbal accounts
• Include other event categories into pre-training (blocked motion, launching). Many other experiments can then be explained. continuity, solidity, object permanence,…
Future workFuture work
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Thank you!Thank you!
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• Kellman, Spelke (1983). Perception of Partly Occluded Objects in Infancy. Cognitive Psychology, 15, 483-524
• S.P. Johnson, J.G. Bremner, A. Slater, U. Mason, K. Foster, A. Cheshire (2003). Infants' perception of object trajectories. Child Development, 74, 94-108
ReferencesReferences
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• Hidden+context layer doing everything?
• Feedback from im. Layer to hidden/context?
• Bayesian / optimization approach
• Disparity cells not present before 4 months
• Modeling with Kalman filters
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