Week 5 - Semantic Representation Flashcards
(51 cards)
What is semantic memory?
Database of what ‘things’ are.
Includes properties or features and its name. E.g. canary is yellow bird, Paris is the capital of France
What is conceptual (semantic) knowledge?
The idea of the object plus representation in mind
What are the two types of mental representation?
Analogical
Symbolic
What us an analogical presentation?
A mental representation that has a direct relationship to the object
It shares some of the physical characteristics of the object.
For example, picture of a violin or cartoon cat.
What is a symbolic presentation?
An abstract mental representation.
It does not correspond to the physical features of an object or idea.
For example, the word “violin” or “cat”.
What did Kosslyn et al (1978) study indicate about mental imagery?
Study used eye-tracking movements to observe participants looking at a map.
Demonstrated that participants spent more time than required to scan distances between two visual images that they knew to be longer
This was true even when the same amount of material falls between the initial focus point and the target.
Indicates that mental imagery can function as an internal spatial medium.
Which is a more useful representation type - symbolic or analogical and why?
Symbolic.
Are more suited to represent concepts than analogical representations, because of their flexibility
What is a concept?
The mental content of some object or event.
All the knowledge one has about that category, e.g. cats have whiskers, four legs, a tail.
What is a semantic classification?
Basic units of semantic memory,
What is a mental lexicon?
Single words and their meaning,
What are semantic association networks?
A set of concepts that are related to one another. Useful for remembering, guiding behaviour, reasoning and problem-solving.
What does categorization mean?
Grouping things based on shared properties; reduces the amount of knowledge we have to hold in memory, ex: musical instruments.
Thought of as the external content related to the concept.
What does Ross & Murphy’s (1999) sorting task tell us?
Context important for categorisation.
What does Barsalou (1983) say about categories?
Goals and purposes are important to define categories
What are the two dominant models on how categorisation occurs?
Classical and Prototype model of categorization
What is the Classical View (aka - Defining attribute model) of categorisation?
The idea that a concept is characterized by a list of features that are necessary and sufficient to determine if an object is a member of the category.
According to the classical view that are the two conditions for something to belong to a category?
o Necessary: each feature must be present
o Sufficient: If each feature is present that’s all you need to belong to that category
What is the significance for categorisation if the two conditions must be present?
o Membership within a category is an all-or-none basis
o All of category’s attributes equally important in defining that category
o All members of a category are equal in category membership
What is the main criticism for this classical view of categorisation?
Typicality effect: finding that people are quicker to make category judgments about typical members of a category than atypical members.
What did Rips et al, (1973) find about categories?
Participants had slower reaction times when making a category judgment for “penguin is a bird” compared to “robin is a bird”
What did Rosch & Mervis (1975) say about categories?
Some members are “more members” than others
What is the Prototype Model of categorisation?
o Within each category, some members are more representative than others.
o Membership defined on the basis of a ‘typical’ or ‘likely’ set of features,
What is the main difference between prototype model and classical view of categorisation?
Unlike classical view, doesn’t require the possession of all characteristics. Allows for more flexibility in concept formation
What is the main criticism of prototype model?
Some concepts are not flexible and require more definition. Determined by definition rather than similarity (e.g., “triangle” or “even number”).