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COGNITIVE SCIENCE MIDTERM EXAM REVISION QUESTIONS. THE LATEST MIDTERM EXAM REVISION QUESTIONS AND CORRECT ANSWERS (GRADED A+) (100% GUARANTEE) (2024 UPDATE)

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Church-Turing Thesis - ANSWER- Any computation that a human could carry out with pencil and paper can also be done by a Turing machine Classical Computation Theory of Mind (CCTM) - ANSWER- The mind is a computational system, with core mental processes that use algorithms and representations similar to a Turing machine IS a computer, not LIKE a computer **Opposition to dualism René Descartes' Dualism - ANSWER- matter and mind are two distinct kinds of substances Alternatives to CCTM - ANSWER- Must mental representations be symbolic? Connectionism rejects CCTM NAND - ANSWER- the basic logical operation performed by the solid-state transistors ("NAND gates") that underlie virtually all integrated circuits and modern computers •This "NAND" operation is universal -We can build any logical operation out of it - Therefore we can implement any logical function in neurons - Therefore we can implement a Turing machine in neurons Declarative memory - ANSWER- 3+3→6, 3+4→7

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COGNITIVE SCIENCE MIDTERM EXAM REVISION

QUESTIONS. THE LATEST MIDTERM EXAM REVISION

QUESTIONS AND CORRECT ANSWERS (GRADED A+) (100%

GUARANTEE) (2024 UPDATE)

Church-Turing Thesis - ANSWER- Any computation that a human could carry out with pencil

and paper can also be done by a Turing machine


Classical Computation Theory of Mind (CCTM) - ANSWER- The mind is a computational

system, with core mental processes that use algorithms and representations similar to a Turing

machine

IS a computer, not LIKE a computer

**Opposition to dualism


René Descartes' Dualism - ANSWER- matter and mind are two distinct kinds of substances


Alternatives to CCTM - ANSWER- Must mental representations be symbolic?


Connectionism rejects CCTM


NAND - ANSWER- the basic logical operation performed by the solid-state transistors

("NAND gates") that

underlie virtually all integrated circuits and modern computers

•This "NAND" operation is universal

, -We can build any logical operation out of it

- Therefore we can implement any logical function in neurons

- Therefore we can implement a Turing machine in neurons


Declarative memory - ANSWER- 3+3→6, 3+4→7


Procedural memory - ANSWER- If: Observe X+Y, Then: Attempt to activate a fact matching

X+Y→Z. If:

Goal = adding a column with X and Y and fact with →Z is active, Then: Write one's place of Z.

Activate carry goal if Z>9


Classical Computer (Elements and Advantage) - ANSWER- Algorithms

(/functions/rules/programs)

Representations (/values/steps)

Example: Chess

Key Advantage w Classical Computers: We understand what they are doing


Neural Networks (Elements, Advantages and Disadvantage) - ANSWER- Input and Output

Layers sandwiching hidden layers of nodes:

consisting of layers of nodes (neurons) connected by weighted edges, where each node performs

a computation on inputs and passes the result to the next layer

Can be trained, fast improvement, vastly improving accuracy

Key Disadvantage w Artificial Neural Networks: can be trained but we don't understand

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