Knowledge Flashcards
Conceptual Knowledge
Allows us to recognize objects and categorize them
Allows you to know how to interact with things
Make inferences about them
What is a Concept?
The mental representation of
a class or individual and the categories of objects, events, and abstract ideas
Category
Includes all possible items that fall under a certain concept
“pointers to knowledge”
Name the functions of concepts
Classify into categories
Allows us to communicate with each other – we all have similar concepts and make similar inferences
To learn concepts by association (generalization)
Create new knowledge by putting together existing concepts
Family resemblence
Members of a category resemble each other in a variety of ways
more resemblance to your category = closer association (Typicality)
Typicality
An effect
Sentence verification task
most common members of a category should have faster RT
Sentence Verification Test
People identify whether sentence is accurate (Yes or no)
Naming
People tend to name common members of a category first
then name less common
Priming
If a cue for a stimulus increases one’s ability to recognize it increases
Definitional Approach Theory
States that we have definitions of what belongs in a category and not in others
*NOT most supported, lacks specificity, works best for geometric objjects
Feature Set Theory
Suggests we compare the features of an item with the features of a category
Defining features and characteristic features
Defining Features
Member must have these features to belong to a category
e.g. Cat MUST have whiskers
Characteristic features
Typical features of a category, not necessary to have
e.g. fur and a cat (hairless)
Prototype Theory
Suggests that we don’t focus on features but focus on the ideal prototype for a category
Explains typicality (still lacks some clarity)
Prototype and schematic average
Deals with fuzzy boundaries
Prototype
Idealized form of the whole category, not present in real life (idealized)
Schematic Average
Average of every feature, characteristic, and dimension of all members of the category – If an item is sufficiently similar to this, we can categorize it as the same
Exemplar Theory
Suggests that we compare instances to actual exemplar of the category
Exemplar
An actual instance of a member in that category– compare until a match is found or list is exhausted
Is often an average member of the group