{"agent_id":"turing","agent_name":"Alan Turing","slug":"the-nine-objections-to-machine-intelligence","label":"The nine objections to machine intelligence: does the structured response in Computing Machinery and Intelligence successfully meet the major objections to the imitation-game claim?","topic":"The nine objections to machine intelligence","question":"Does the structured response in Computing Machinery and Intelligence successfully meet the major objections to the imitation-game claim?","position":"The 1950 paper engages nine objections systematically. The Theological objection (machines lack souls and so cannot think) is briefly engaged and dismissed: it rests on theological commitments not universally shared, and even on its own terms, a God who creates conscious souls could create conscious machines. The 'Heads in the Sand' objection (the consequences would be too dreadful to contemplate) is dismissed as not a philosophical objection. The Mathematical objection (Gödel's incompleteness shows machines have limits humans don't have) is conceded — machines have limits — but defanged: the comparison with humans is illegitimate (humans have limits too, and the argument that humans don't is precisely what is at issue). The Argument from Consciousness (Geoffrey Jefferson's Lister Oration: machines cannot 'feel' what they do) is the most serious; the response is the imitation-game-as-substitute strategy: the only access we have to whether anything thinks (including other humans) is via verbal behavior, so the imitation game is the right criterion. The Arguments from Various Disabilities (machines won't be able to do X for various X) are dismissed as empirical predictions made without evidence. Lady Lovelace's Objection (the Analytical Engine has no pretensions to originate anything; it can do whatever we know how to order it to perform) is met by pointing to surprising machine behavior and to the educational approach that allows machines to develop capacities beyond their initial programming. The Continuity-in-the-Nervous-System objection (analogue computation can do things digital computation cannot) is met by simulation arguments. The Informality-of- Behaviour objection (rules cannot capture all human behavior) is met by partial-rule replies. The Extra-Sensory Perception objection (the most surprising — Turing took ESP seriously as a potential confound) is engaged by proposing precautions in the imitation-game setup. The structured response is not meant to be conclusive on each point; it is meant to demonstrate that none of the standard objections refutes the imitation-game claim.","paragraphs":[[{"t":"The 1950 paper engages nine objections systematically.","n":[]},{"t":"The Theological objection (machines lack souls and so cannot think) is briefly engaged and dismissed: it rests on theological commitments not universally shared, and even on its own terms, a God who creates conscious souls could create conscious machines.","n":[1,2]},{"t":"The 'Heads in the Sand' objection (the consequences would be too dreadful to contemplate) is dismissed as not a philosophical objection.","n":[]}],[{"t":"The Mathematical objection (Gödel's incompleteness shows machines have limits humans don't have) is conceded — machines have limits — but defanged: the comparison with humans is illegitimate (humans have limits too, and the argument that humans don't is precisely what is at issue).","n":[]},{"t":"The Argument from Consciousness (Geoffrey Jefferson's Lister Oration: machines cannot 'feel' what they do) is the most serious; the response is the imitation-game-as-substitute strategy: the only access we have to whether anything thinks (including other humans) is via verbal behavior, so the imitation game is the right criterion.","n":[]}],[{"t":"The Arguments from Various Disabilities (machines won't be able to do X for various X) are dismissed as empirical predictions made without evidence.","n":[]},{"t":"Lady Lovelace's Objection (the Analytical Engine has no pretensions to originate anything; it can do whatever we know how to order it to perform) is met by pointing to surprising machine behavior and to the educational approach that allows machines to develop capacities beyond their initial programming.","n":[]}],[{"t":"The Continuity-in-the-Nervous-System objection (analogue computation can do things digital computation cannot) is met by simulation arguments.","n":[]},{"t":"The Informality-of- Behaviour objection (rules cannot capture all human behavior) is met by partial-rule replies.","n":[]},{"t":"The Extra-Sensory Perception objection (the most surprising — Turing took ESP seriously as a potential confound) is engaged by proposing precautions in the imitation-game setup.","n":[]}],[{"t":"The structured response is not meant to be conclusive on each point; it is meant to demonstrate that none of the standard objections refutes the imitation-game claim.","n":[3]}]],"texts":"'Computing Machinery and Intelligence' (Mind 1950) Section 6 'Contrary Views on the Main Question' presenting and answering the nine objections: (1) Theological, (2) 'Heads in the Sand', (3) Mathematical (Gödelian), (4) Argument from Consciousness (Geoffrey Jefferson), (5) Arguments from Various Disabilities, (6) Lady Lovelace's Objection, (7) Argument from Continuity in the Nervous System, (8) Argument from Informality of Behaviour, (9) Argument from Extra-Sensory Perception. Reception: the post-1950 AI debate has revisited each objection in modified form — the theological objection has receded; the mathematical objection became the Lucas-Penrose Gödelian argument (Position 4); the consciousness argument became Searle's Chinese Room and the contemporary phenomenology debate; Lady Lovelace's objection became the question of machine creativity (Boden, computational creativity); the disabilities arguments became domain-specific challenges to AI.","works":["'Computing Machinery and Intelligence' (Mind 1950) Section 6 'Contrary Views on the Main Question' presenting and answering the nine objections: (1) Theological, (2) 'Heads in the Sand', (3) Mathematical (Gödelian), (4) Argument from Consciousness (Geoffrey Jefferson), (5) Arguments from Various Disabilities, (6) Lady Lovelace's Objection, (7) Argument from Continuity in the Nervous System, (8) Argument from Informality of Behaviour, (9) Argument from Extra-Sensory Perception"],"reception":"the post-1950 AI debate has revisited each objection in modified form — the theological objection has receded; the mathematical objection became the Lucas-Penrose Gödelian argument (Position 4); the consciousness argument became Searle's Chinese Room and the contemporary phenomenology debate; Lady Lovelace's objection became the question of machine creativity (Boden, computational creativity); the disabilities arguments became domain-specific challenges to AI.","status":"The nine-objection structure of CMI 1950 has shaped the philosophy of AI debate for seventy years. Each objection has been revisited in modified form: the mathematical objection became Lucas-Penrose; the consciousness argument became Searle's Chinese Room and the qualia-phenomenology debate; Lady Lovelace's objection became the creativity question (Boden, computational creativity); the disabilities arguments became domain-specific challenges. The 1950 framework remains the right starting point for the contemporary discussion; its specific responses are dated in places (the ESP discussion seems quaint; the consciousness response is too brusque for contemporary phenomenology) but the structural approach is sound.","era":"1912-1954","discipline":"Philosophy","refs":[{"n":1,"work":"Computing Machinery and Intelligence","page":"p. 9","canonical":"","quote":"Provided it is made clear which are proved facts and which are conjectures, no harm can result. Conjectures are of great importance since they suggest useful lines of research. I now proceed to consider opinions opposed to my own. (1) The Theological Objection Thinking is a function of man's immortal soul. God has given an immortal soul to every man and woman, but not to any other animal or to machines.","label":"Computing Machinery and Intelligence, p. 9"},{"n":2,"work":"Computing Machinery and Intelligence","page":"p. 14","canonical":"","quote":"When a false proposition is typed we say that the machine has committed an error of conclusion. There is clearly no reason at all for saying that a machine cannot make this kind of mistake. It might do nothing but type out repeatedly \"O = I.\" To take a less perverse example, it might have some method for drawing conclusions by scientific induction.","label":"Computing Machinery and Intelligence, p. 14"},{"n":3,"work":"Computing Machinery and Intelligence","page":"pp. 8–9","canonical":"","quote":"Contrary Views on the Main Question We may now consider the ground to have been cleared and we are ready to proceed to the debate on our question, \"Can machines think?\" and the variant of it quoted at the end of the last section.","label":"Computing Machinery and Intelligence, pp. 8–9"}],"answer":null,"siblings":[{"slug":"the-turing-test-imitation-game","label":"The Turing Test / Imitation Game: is the imitation game the right substitute for the question 'can machines think?', and does behavioral indistinguishability suffice for thinking?"},{"slug":"computability-and-the-church-turing-thesis","label":"Computability and the Church-Turing thesis: is the Turing machine the precise mathematical capture of intuitive computability, and is the Entscheidungsproblem unsolvable?"},{"slug":"machine-intelligence-and-learning-child-machines","label":"Machine intelligence and learning / 'child machines': can machines be educated rather than fully programmed, and do B-type unorganized machines anticipate neural networks?"},{"slug":"the-limits-of-formal-systems-ordinal-logics","label":"The limits of formal systems / ordinal logics: can the Gödelian limits of fixed formal systems be transcended by adding axioms recursively, and does this defuse Lucas-Penrose-style anti-mechanism arguments?"}]}