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COGNITIVE SCIENCE REVISION QUESTIONS. ALL EXAM REVISION QUESTIONS AND CORRECT ANSWERS (ALREADY GRADED A+) (2024 UPDATE) 100% GUARANTEED SUCCESS.

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Church-Turing Thesis (not theorem) - ANSWER- The class of computable functions and the class of functions that can be computed by a Turing machine are one and the same Adding "extra features" increases the power of a Turing machine (T/F) - ANSWER- False. Nothing adds any power Every algorithm discovered so far has run on a Turing machine (T/F) - ANSWER- True. Mind is like a desktop computer (T/F) - ANSWER- False. Computation is an activity. Desktop computer is a device. Not saying minds have the structure of a specific device. Computer provides an excellent metaphor for the mind (T/F) - ANSWER- False. CTM doesn't say what minds do is LIKE computation, it is computation. CTM says "computers can be used to simulate what minds do" (T/F) - ANSWER- False. Even if true, CTM does not say that. Is every conceivable function computable? Yes or no? - ANSWER- Nope. There are some random functions that cannot be summarized by means of a finite procedure. "Reductio ad Absurdum" argument - ANSWER- Some functions "seem" as if they should be well-behaved but are in fact not well-behaved An algorithm is always finitely specified (T/F) - ANSWER- True. Steps of an algorithm are simple and mechanical The function can be defined over an infinite domain (T/F) - ANSWER- True Multiple Realizability of Mental States - ANSWER- Mental states or processes are multiply realizable. Any mental state or process can be implemented in multiple different physical substrates.

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COGNITIVE SCIENCE REVISION QUESTIONS. ALL EXAM

REVISION QUESTIONS AND CORRECT ANSWERS

(ALREADY GRADED A+) (2024 UPDATE) 100% GUARANTEED

SUCCESS.

Church-Turing Thesis (not theorem) - ANSWER- The class of computable functions and the

class of functions that can be computed by a Turing machine are one and the same


Adding "extra features" increases the power of a Turing machine (T/F) - ANSWER- False.

Nothing adds any power


Every algorithm discovered so far has run on a Turing machine (T/F) - ANSWER- True.


Mind is like a desktop computer (T/F) - ANSWER- False. Computation is an activity. Desktop

computer is a device. Not saying minds have the structure of a specific device.


Computer provides an excellent metaphor for the mind (T/F) - ANSWER- False. CTM doesn't

say what minds do is LIKE computation, it is computation.


CTM says "computers can be used to simulate what minds do" (T/F) - ANSWER- False. Even

if true, CTM does not say that.


Is every conceivable function computable? Yes or no? - ANSWER- Nope. There are some

random functions that cannot be summarized by means of a finite procedure.


"Reductio ad Absurdum" argument - ANSWER- Some functions "seem" as if they should be

well-behaved but are in fact not well-behaved

, An algorithm is always finitely specified (T/F) - ANSWER- True. Steps of an algorithm are

simple and mechanical


The function can be defined over an infinite domain (T/F) - ANSWER- True


Multiple Realizability of Mental States - ANSWER- Mental states or processes are multiply

realizable. Any mental state or process can be implemented in multiple different physical

substrates.


The Turing Test for Intelligence - ANSWER- 1. The human behind the screen is intelligent


2. The computer is (more or less) input-output equivalent to the human (since a competent judge

can't tell the difference betweent he two)

Thus...

3. The computer is intelligent


Associationistic Account of Language - ANSWER- A bunch of associations typically between

verbal behaviors and rewards


(Chomskian) Cognitive Account of Language - ANSWER- Abstract combinatoric rules. Most

of it is innate it is part of "Universal Grammar"


Consequentialist View: Rationality - ANSWER- Doing those things that achieve the best

outcomes (the outcomes that you yourself regard as most desirable)


EU Algorithm - ANSWER- 1. Calculate the expected utility of each action


2. Choose action that has the highest expected utility

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