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Images are interpreted symbol-filled arrays
ArgumentSoutien
1
#941
Images are 2-and-one-half dimensional arrays of symbols that encode two-dimensional information about physical surfaces along with viewer-centered information, such as a depth and relative orientation of surface features.
Such arrays have an attached sentential interpretation that specifies their representational context.
Michael Tye, 1991.
Immediately related elements
How this works
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Artificial Intelligence »
Artificial Intelligence
Artificial Intelligence☜A collaboratively editable version of Robert Horns brilliant and pioneering debate map Can Computers Think?—exploring 50 years of philosophical argument about the possibility of computer thought.☜F1CEB7
▲
Can computers think? [1] »
Can computers think? [1]
Can computers think? [1]☜Can a computational system possess all important elements of human thinking or understanding? ☜FFB597
▲
No: computers can't understand images [5b] »
No: computers can't understand images [5b]
No: computers can't understand images [5b]☜Computers cant think because they cant use images in the way that people do. Computers can only deal with formal symbolic information.☜59C6EF
▲
Images represented by filled cells in an array »
Images represented by filled cells in an array
Images represented by filled cells in an array☜Cells in a matrix inside a machine’s memory function as if they were arranged in a visual array. Images correspond to filled cells within such an array. Array-based sensory patterns are interpreted by higher-level systems. ☜EF597B
■
Images are interpreted symbol-filled arrays
Images are interpreted symbol-filled arrays☜Images are 2-and-one-half dimensional arrays of symbols that encode two-dimensional information about physical surfaces along with viewer-centered information, such as a depth and relative orientation of surface features.☜98CE71
●
Visual perception uses 2.5 dimensional arrays »
Visual perception uses 2.5 dimensional arrays
Visual perception uses 2.5 dimensional arrays☜Visual processing occurs through four stages of construction (see detailed text) resulting in three-dimensional structural description with a hierarchical structure.☜98CE71
●
Connectionist objection to Tye's theory »
Connectionist objection to Tye's theory
Connectionist objection to Tye's theory☜Theorys flawed by its classical conception of memory as storage. Memory isnt stored in a classical representational manner, but is reactivated in a connectionist dispositional fashion, based on the strength of connections between processing nodes.☜EF597B
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Entrée par:
David Price
NodeID:
#941
Node type:
SupportiveArgument
Date d'entrée (GMT):
8/19/2006 10:30:00 PM
Date de la dernière modification (Heure GMT):
12/13/2007 12:09:00 AM
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