chapter 9 concepts Flashcards
Why do our definitions of basic concepts like “dog” often fail?
It seems that for every definition (the way you describe something) there is an exception that can be made for all concepts. a shoe is work on the foot made for walking in etc, but what about a wooden shoe.
Explain the meaning of the term “family resemblance”
There are features that are common in a family but are not all found in all family members, usually can see in two or three members. Say there is an ideal that has all the features, then the other family members will have a characteristic
Describe prototype theory
A prototype is the average of the various category members, all the dogs are combined into an average prototype of what a dog is.
What is meant by graded membership?
Membership in a category depends on the resemblance to the prototype, and resemblance is a matter of degree (not all dogs are the same).
How can the prototype notion be tested?
Sentence verification; participants represented with a series of sentences and then they had to decide if they were true or false. Penguin is a bird and a robin is a bird.
What are basic level categories?
Basic level of categorization, instead of specifying something specifically we use a broader category, such as how do you get to work? We don’t specify exact train, or type of car etc we just say car, train, walk ect.
What are exemplars?
Is a specific remembered instance, in essence an example. Something specific, not just a chair but uncle jerrys chair
How are exemplars similar to and different from prototypes?
Prototype is an average representing the whole category and an exemplar is whatever example of the category is that comes to mind (different examples may come to mind on different occasions.
Explain how we rely on both exemplars and prototypes in our thinking about categories
Prototypes are useful for a quick summary of information about a category and examplars provide information that the prototype has lost providing more information and variability within the category.
Describe a situation in which categorisation and typicality do not go “hand in hand”
That the judgement of a membership category depends on judgement of typicality. If something is typical of the category, then it will show strong resemblance and if not then vice versa.
What else do we use to make category judgments besides typicality and how do we know?
Can a kettle be a toaster/ can a recoon be a skunk. Thing that are man made are judged differently to living things. As living is process with deep properties and no just mere appearances. The deep properties rely on a web of beliefs, beliefs arise as you have a broader understaning about other things, eg to understand what a racoon is then, you need to hace understanding of some biology, lifecycle and hereditary.
- Describe the explanatory theories that people hold and why we need them for categorisation
Theories for a concept was also crucial for out decision of resemblance, which one matter in guiding resemblance and which ones don’t matter. Eg we all have a theory of drunkenness and, a person jumping into a pool at a party fully clothed may fit into the theory of drunkenness.
- How do these theories affect our learning and the inferences that we make?
Categorisation enables the ability to apply general knowledge to new cases you encounter, and draw broad conclusions from your experience.
People were willing to make inferences about typical cases to the whole category but not from atypical cases to the category.
- What are some of the different profiles that people have for different concepts?
People may think about different concepts in different ways. People think about natural things in a pretty stable way, what a bush, water, stone is, but arifacts that are man made, can be what you would like then to be, for example a table could have 15 or 4 legs and be whatever you d like. People reason differently from natural to artifacts as they have different beliefs to why they are the way they are
How is knowledge stored? How is it retrieved?
Knowledge is stored through a series of networks, with associative links and connecting nodes, associative links don’t just tie together the various bits of knowledge, they also represent the knowledge