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Semantics may result from Godelian self-reference
OpposingArgument
1
#835
The Chinese Room argument ignores the possibility of machines that can have semantics by virtue of self-reference. Godel's theorem shows how machines can encode their own syntax and thus reflect on their own programs.
Godelian self-reference provides a method to semantics that Searle has not come to grips with. If the Chinese Room implemented a semantics of this type it could be said to have intentionality.
Note
: Also, see Map 7.
RJ Nelson, 1989.
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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
▲
Yes: physical symbol systems can think [3] »
Yes: physical symbol systems can think [3]
Yes: physical symbol systems can think [3]☜Thinking is a rule governed manipulation of symbolic representational structures. In humans, symbol systems are instantiated in the brain, but the same symbol systems can also be instantiated in a computer. ☜59C6EF
▲
The Chinese Room Argument [4] »
The Chinese Room Argument [4]
The Chinese Room Argument [4]☜Instantiation of a formal program isnt enough to produce semantic understanding or intentionality. A man who doesnt understand Chinese, can answer written Chinese questions using an English rulebook telling him how to manipulate Chinese symbols.☜EF597B
▲
The Syntax-Semantics Barrier »
The Syntax-Semantics Barrier
The Syntax-Semantics Barrier☜Axiom 1: programs are formal (syntactic). Axiom 2: human minds have mental contents (semantics). Axiom 3: syntax by itself is neither constitutive of nor sufficient for semantics. Conc: programs are neither constitutive of nor sufficient for minds.☜98CE71
■
Semantics may result from Godelian self-reference
Semantics may result from Godelian self-reference☜The Chinese Room argument ignores the possibility of machines that can have semantics by virtue of self-reference. Godels theorem shows how machines can encode their own syntax and thus reflect on their own programs.☜EF597B
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Entered by:-
David Price
NodeID:
#835
Node type:
OpposingArgument
Entry date (GMT):
8/3/2006 9:52:00 PM
Last edit date (GMT):
12/8/2007 7:18:00 PM
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