qualia. These questions replace our original, Can machines think? The Status and Future of the Turing Test. Likewise, what computational architecture and operations are deployed by a brain or a computer (what computationalism takes to be essential and what chemical and physical processes underlie (what mind-brain identity theory takes to be essential are objective empirical questions. Appearances of AI The extent to which machines seem intelligent depends first, on whether the work they do is intellectual (for example, calculating sums) or manual (for example, cutting steaks herein, an electronic calculator is a better candidate than an electric carving knife. The chatline experience, communicating through symbols alone, leaving out the physical cues, raises questions about truth and reality (and intelligence, or lack of it). Perhaps seeming intelligence to really be intelligence has to come up to some threshold level.
See his page, with an on-line Java version of the program, and his complete article. On the other hand, such bald mind-brain identity as the anti-AI argument premises seems too speciesist to be believed. Thought: Intelligence, Sentience, and Values. The issue concerns what's only discernible subjectively privately" "by the first-person. Reply: It may be replied that physical organisms are likewise deterministic systems, and we are physical organisms. Thought: Intelligence, Sentience, and Values Much as intentionality (aboutness or representation) is central to intelligence, felt qualities (so-called qualia) are crucial to sentience. "On Formally Undecidable Propositions of Principa Mathematica and Related Systems." In On Formally Undecidable Propositions, New York: Dover, 1992.
Alan Turing: Alan Turing, British mathematician and logician, a major contributor to mathematics, cryptanalysis, computer science, and artificial intelligence. Normal Numbers and the typescript of On Computable Numbers. Another ingredient for Turing was his knowledge of the classical analysis of the real continuum. In 1933 his undergraduate friend David Champernowne had noticed and published a simple but new result about 'normal numbers'.
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