Chapter 4 Flashcards

1
Q

Cognitive architectures are

A

ways of framing explanations about regularities in the mind/brain

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2
Q

Cognitive architectures should matter if (3):

A
  1. we are interested in investigating what are the wired properties of our cognitive capacities
  2. we are interested in how the units of mental representation (concepts) are put together to form thoughts (plans, decisions, language comprehension, etc)
    3.If we are intereseted in all representation ans processes that run in the mind/brain
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3
Q

if you are interested in understanding human nature, you must understand basic aspects of its cognitive ‘design’:

A
  1. the kinds of resources it possess
  2. The kinds of capacities those resources yield
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4
Q

Cognitive Architectures refer to the

A

design and organization of the mind

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5
Q

cognitive architecture theories provide

A

a set of principles for constructing cognitive models, rather than a set of hypotheses to be empirically testes

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6
Q

cognitive architectures consist of:

A

the set of basic operations, resources, functions, principles, etc whose domain and range are the representational states of the organism

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7
Q

A cognitive architecture provides a

A

concrete framework for more detailed modeling of cognitive phenomena, through specifying essential structures, divisions of modules, relations between modules, etc

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8
Q

classic symbolic architecture (representationalists 1/2)

A

cognitive states: mental representations

Units of representations: SYMBOLS
mental processes: SEQUENCES OF STATES

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9
Q

CONNECTIONIST PDP architecture

A

Cognitive states: mental representations

units of representations: NODES

Mental processes: ACTIVATIONS

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10
Q

eliminativists:

A

Cognitive states: neurological states

Unit of representation: neurons

Mental processes: synapse

Cognitive theorizing: neurophysiology

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11
Q

Turing machine’s representations:

A

symbols

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12
Q

in sum , touring machine:

A

readsasymbol,writesasymbol,and moves left or right, according to its states specified in the table (the program)

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13
Q

symbols are:

A

Codes(representations)whosephysicalrealizationisthe
pattern of neuronal connections and spike rate

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14
Q

symbols are:

A

physical patterns

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15
Q

symbols are used in computation which are purely driven by

A

formal syntactic rules

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16
Q

Symbolic Architectures refer to computational frameworks inspired by classical models of computation, such as

A

Turing machines and von Neumann architectures. These systems rely on the manipulation of symbols and follow formal rules for processing information.

17
Q

Connectionist Architectures are computational models inspired by:

A

the brain’s network of interconnected neurons. Unlike symbolic architectures, connectionist models rely on networks of nodes (analogous to neurons) where knowledge and processes emerge from the interaction of these nodes.

18
Q

Types of Connectionism:
Parallel Distributed Processing (PDP) (Elman, 1991):

A

In PDP models, knowledge is represented across many nodes simultaneously, and each node may correspond to specific features (such as semantic features).
Information is processed in parallel, with many nodes working together to represent complex patterns.

19
Q

Local Connectionism

A

In localist models, each node represents a major category (e.g., a concept like “DOG” or a linguistic unit like “word”).
These models are more discrete, where individual nodes directly correspond to specific concepts or categories.

20
Q

In connectionist models, nodes are the

A

the basic units of representation. These nodes can stand for either features or microfeatures, where a feature might be a part of a larger concept (e.g., color or shape), or represent more fundamental components of knowledge.
Alternatively, nodes may represent major concepts or categories, such as words or objects, in localist models.

21
Q

Instead of manipulating symbols with formal rules, processes in connectionist models are driven by

A

patterns of activation across nodes.

22
Q

Connectionist Architectures
* Activation (and output) of a node is a function of:

A

– The values (weights) of input connections – The strength of the total input
– The threshold value of the node

23
Q

Cognitive architectures should account for:

A

productivity
Systematicity
Compositionality

24
Q

One of the key assumptions in cognitive architectures is the productivity of mental representations, which refers to the system’s ability to generate

A

an infinite variety of thoughts, propositions, and sentences, despite being a finite system. This productivity is made possible through the combinatorial structure of MRs, allowing simpler elements to combine into more complex ones.

25
Q

ognitive Architectures: Assumptions on the Systematicity of Mental Representations (MRs)

Systematicity refers to the principle that

A

ability to entertain certain mental representations (MRs) implies the ability to entertain other, systematically related MRs. In cognitive architectures, this property is crucial for explaining how cognitive systems can generalize across similar structures.