Human Category Learning: Implications for Backpropagation Models

Backpropagation (Rumelhart et al., 1986) was proposed as a general learning algorithm for multi-layer perceptrons. This article demonstrates that a standard version of backprop fails to attend selectively to input dimensions in the same way as humans, suffers catastrophic forgetting of previously le...

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Published inConnection science Vol. 5; no. 1; pp. 3 - 36
Main Author KRUSCHKE, JOHN K.
Format Journal Article
LanguageEnglish
Published London Taylor & Francis Group 01.01.1993
Taylor & Francis
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ISSN0954-0091
1360-0494
DOI10.1080/09540099308915683

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Abstract Backpropagation (Rumelhart et al., 1986) was proposed as a general learning algorithm for multi-layer perceptrons. This article demonstrates that a standard version of backprop fails to attend selectively to input dimensions in the same way as humans, suffers catastrophic forgetting of previously learned associations when novel exemplars are trained, and can be overly sensitive to linear category boundaries. Another connectionist model, ALCOVE (Kruschke 1990, 1992), does not suffer those failures. Previous researchers identified these problems; the present article reports quantitative fits of the models to new human learning data. ALCOVE can be functionally approximated by a network that uses linear-sigmoid hidden nodes, like standard backprop. It is argued that models of human category learning should incorporate quasi-local representations and dimensional attention learning, as well as error-driven learning, to address simultaneously all three phenomena.
AbstractList Backpropagation (Rumelhart et al., 1986) was proposed as a general learning algorithm for multi-layer perceptrons. This article demonstrates that a standard version of backprop fails to attend selectively to input dimensions in the same way as humans, suffers catastrophic forgetting of previously learned associations when novel exemplars are trained, and can be overly sensitive to linear category boundaries. Another connectionist model, ALCOVE (Kruschke 1990, 1992), does not suffer those failures. Previous researchers identified these problems; the present article reports quantitative fits of the models to new human learning data. ALCOVE can be functionally approximated by a network that uses linear-sigmoid hidden nodes, like standard backprop. It is argued that models of human category learning should incorporate quasi-local representations and dimensional attention learning, as well as error-driven learning, to address simultaneously all three phenomena.
Backpropagation (Rumelhart et al., 1986a) was proposed as a general learning algorithm for multi-layer perceptrons. This article demonstrates that a standard version of backprop fails to attend selectively to input dimensions in the same way as humans, suffers catastrophic forgetting of previously learned associations when novel exemplars are trained, and can be overly sensitive to linear category boundaries. Another connectionist model, ALCOVE (Kruschke 1990, 1992), does not suffer those failures. Previous researchers identified these problems; the present article reports quantitative fits of the models to new human learning data. ALCOVE can be functionally approximated by a network that uses linear-sigmoid hidden nodes, like standard backprop. It is argued that models of human category learning should incorporate quasi-local representations and dimensional attention learning, as well as error-driven learning, to address simultaneously all three phenomena.
Author KRUSCHKE, JOHN K.
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Issue 1
Keywords Human
Forgetting
Backpropagation
Computer simulation
Memory
Error
Cognition
Representation
Neural network
Experimental study
Algorithm
Connectionism
Linear model
Learning
Selective attention
Acquisition process
Categorization
Language English
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Snippet Backpropagation (Rumelhart et al., 1986) was proposed as a general learning algorithm for multi-layer perceptrons. This article demonstrates that a standard...
Backpropagation (Rumelhart et al., 1986a) was proposed as a general learning algorithm for multi-layer perceptrons. This article demonstrates that a standard...
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SubjectTerms Backpropagation
Biological and medical sciences
catastrophic forgetting
categorization
coarse coding
condensation
dimensional attention
error-driven learning
filtration
Fundamental and applied biological sciences. Psychology
Learning. Memory
linear boundaries
local representation
Psychology. Psychoanalysis. Psychiatry
Psychology. Psychophysiology
Title Human Category Learning: Implications for Backpropagation Models
URI https://www.tandfonline.com/doi/abs/10.1080/09540099308915683
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