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Constituents lack causal powers
TegenArgument
1
#898
The parts of a tensor product representation are not explicitly contained or "tokened" within it—the parts have no independent status in the complex representation. As such, tensor product constituents lack individual causal powers.
Classical constituents by contrast, have causal powers by virtue of being explicitly contained in complex representations.
Jerry Fodor & Brian McLaughlin (1990).
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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
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Yes: connectionist networks can think [5a] »
Yes: connectionist networks can think [5a]
Yes: connectionist networks can think [5a]☜Connectionist networks can possess all important elements of human thinking or understanding.☜59C6EF
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The Connectionist Dilemma »
The Connectionist Dilemma
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Connectionist representations avoid the dilemma
Connectionist representations avoid the dilemma☜Connectionist representations can exhibit systematicity and related phenomena without implementing a classical symbolic architecture. ☜EF597B
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Tensor product representations »
Tensor product representations
Tensor product representations☜Tensor product representations have constituent structure but are distributed and context sensitive in a nonclassical way; thereby, avoiding the dilemma (see detailed text).☜98CE71
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Constituents lack causal powers
Constituents lack causal powers☜The parts of a tensor product representation are not explicitly contained or tokened within it—the parts have no independent status in the complex representation. As such, tensor product constituents lack individual causal powers.☜EF597B
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Implicit-structured representations causally effective »
Implicit-structured representations causally effective
Implicit-structured representations causally effective☜Trained networks can transform distributed representations of passive sentences into active voice and vice versa—exhibiting systematicity and showing that the implicit structure of their representations can be causally effective in processing.☜EF597B
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Nonclassical constituents can be causally effective »
Nonclassical constituents can be causally effective
Nonclassical constituents can be causally effective☜The constituents of the tensor product representation may have causal powers in the same way that naturally occurring (nonclassical) constituents do.☜EF597B
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Jerry Fodor »
Jerry Fodor
Jerry Fodor☜Arguments advanced by Jerry Fodor.☜FFFACD
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Gemaakt door:
David Price
NodeID:
#898
Node type:
OpposingArgument
Gemaakt op (GMT):
8/16/2006 7:36:00 PM
Laatste bewerking (GMT):
12/12/2007 11:09:00 PM
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