Podcast
Questions and Answers
How do individuals in non-industrialized societies typically classify plants?
How do individuals in non-industrialized societies typically classify plants?
- Using color and size descriptions
- By using informal names based on common usage
- By the biological genus of the plants (correct)
- Using terms from a different linguistic group
What is a significant difference in naming objects between experts and non-experts?
What is a significant difference in naming objects between experts and non-experts?
- Experts use broader categories than non-experts.
- There is no difference in naming between experts and non-experts.
- Non-experts typically use very specific terms.
- Experts are likely to choose names at a subordinate level. (correct)
What do exemplar-based theories assume about category membership?
What do exemplar-based theories assume about category membership?
- Many representations of instances are stored in long-term memory. (correct)
- It relies solely on experiences of the most typical instances.
- Categories are rigid and do not change over time.
- All instances are averaged to form a prototype for comparison.
Why might people categorize a similarly sized object as a pizza rather than a ruler?
Why might people categorize a similarly sized object as a pizza rather than a ruler?
What is a critique mentioned in relation to prototype and exemplar-based theories?
What is a critique mentioned in relation to prototype and exemplar-based theories?
What defines disjunctive concepts in category identification?
What defines disjunctive concepts in category identification?
Which strategy involves changing one feature at a time when a hypothesis does not match a positive instance?
Which strategy involves changing one feature at a time when a hypothesis does not match a positive instance?
What problem is associated with classical theory in concept identification?
What problem is associated with classical theory in concept identification?
How did participants respond when asked for necessary and sufficient properties of categories?
How did participants respond when asked for necessary and sufficient properties of categories?
What is one limitation faced when identifying categories based on short-term memory?
What is one limitation faced when identifying categories based on short-term memory?
What defines a prototype in the context of classification?
What defines a prototype in the context of classification?
How are characteristic features different from necessary features in prototype theory?
How are characteristic features different from necessary features in prototype theory?
Which phenomenon supports the existence of a typicality gradient in categories?
Which phenomenon supports the existence of a typicality gradient in categories?
What is demonstrated by participants' rapid verification times of high- and low-typicality items?
What is demonstrated by participants' rapid verification times of high- and low-typicality items?
What can lead to the development of prototype theories according to classification studies?
What can lead to the development of prototype theories according to classification studies?
What does the typicality gradient hypothesis suggest about categorization?
What does the typicality gradient hypothesis suggest about categorization?
In the study mentioned, how did context affect participants' ratings of animals?
In the study mentioned, how did context affect participants' ratings of animals?
What is a key limitation of prototype theories of categorization?
What is a key limitation of prototype theories of categorization?
What role does the basic level of category abstraction play in cognition?
What role does the basic level of category abstraction play in cognition?
How many features do participants generally list for basic level categories compared to superordinate and subordinate levels?
How many features do participants generally list for basic level categories compared to superordinate and subordinate levels?
Flashcards
Disjunctive Concept
Disjunctive Concept
A concept requiring at least one specific attribute to be present for an object to belong to the category. For example, 'objects must be square or black to belong to category X'.
Successive Scanning
Successive Scanning
A strategy for category learning involving keeping only one hypothesis in mind and focusing on testing that hypothesis.
Conservative Focusing
Conservative Focusing
A category learning strategy where the first positive example sets the hypothesis and changes occur to only one feature at a time.
Focus Gambling
Focus Gambling
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Family Resemblance
Family Resemblance
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Prototype
Prototype
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Characteristic Features
Characteristic Features
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Typicality Gradient
Typicality Gradient
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Verification Time
Verification Time
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Feature Matching
Feature Matching
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Fuzzy Category Boundaries
Fuzzy Category Boundaries
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Context-Dependence of Categorization
Context-Dependence of Categorization
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Basic Level of Abstraction
Basic Level of Abstraction
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Dissimilarity Between Categories
Dissimilarity Between Categories
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Basic Level Category
Basic Level Category
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Exemplar-based Theory
Exemplar-based Theory
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Exemplars Store Variability
Exemplars Store Variability
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Study Notes
Learning Goals
- Define categorization
- Detail different categorization approaches and theories
- Analyze their strengths, weaknesses
- Explain the purpose of categorizing
Concept Formation and Categorization
- Concept: The basic building block of semantic knowledge (e.g., 'dog')
- Knowledge of concepts: Essential for interaction with the environment; allows predicting behavior/identifying properties
- Category: A class of concepts sharing common properties (e.g., 'animal' = organisms capable of voluntary movement)
- Natural Category: A group of entities existing in the natural world
- Artifact Category: A group of man-made objects designed for a specific function (e.g., 'computer')
- Nominal Category: A group of objects/ideas categorized by an arbitrary characteristic (e.g., 'positive numbers')
- Classical Theory of Concepts: Defines a category via defining features
- Individually necessary: All category members have each feature
- Jointly sufficient: Presence of all features makes something a member
Classical Theory of Concepts (continued)
- Example: A bachelor is an adult male who is not married
- Binary membership: An object is either a member or not a member
- Context-independent: Classification depends solely on the set of rules in the definition
- Hierarchy: Categories organized in hierarchical inclusion relations (e.g., biological taxonomy)
Empirical Data Supporting Classical Theory
- Study: Focuses on geometric shapes (color, size, number) to understand concept acquisition
- Simple Concepts: Defined by a simple attribute (e.g., "triangles")
- Conjunctive Concepts: Defined by several attributes (e.g., "square and black")
- Disjunctive Concepts: Require at least one attribute (e.g., "square or black") - These concepts often are the hardest to learn.
Problems with Classical Theory
- Difficulty in identifying necessary and sufficient conditions for many concepts
- Difficulty in explaining how incomplete or inaccurate information leads to clear cut concepts
Prototype Theories
- Prototype: The most typical member of a category (e.g., German Shepherd for 'dogs') or a set of such members (e.g., golden retriever, etc)
- Similarity-based categorization: Matches a concept's features to the object's properties, creating a similarity rating.
- Characteristic Features: Features correlated with category membership, not necessary for all members
- Typicality Gradient: Some members are closer to the prototype than others
Evidence Supporting Prototype Theory
- People tend to list characteristic features, not defining ones
- Concepts have a gradient level of typicality (some members are seen as 'better' examples)
- Categorization speed is influenced by typicality
- Typicality ratings sometimes fluctuate based on context
Evidence Against Prototype Theory
- Certain theories suggest that categorization may use superficial attributes only
- Typicality may be a by-product of other categorization processes, not essential
- There are cases where categorization involves factors beyond typicality
Exemplar-Based Theories
- Exemplar: Memory representation (instance) of an external object
- Categorization: Matches an object to existing instances in memory, emphasizing similarity
- Potential for variability: Allows for variability in category instances
- Strengths: Capture the variability of category members, better accounts for inconsistent concepts
Explanation-Based Theories
- Common-sense explanations: Used to categorize objects based on underlying theories about the world
- Categorization: Object features are compared to those expected based on the explanation used
- Context-dependent: Categories can be formed based on specific explanations
Hierarchical Structure and Basic Level
- Basic level: The intermediate level (e.g., "bird") which offers a tradeoff: dissimilarity between categories and within-category similarity.
- Expertise: Basic-level categories differ based on individual expertise. Experts tend towards more specific categories (e.g. "robin," "sparrow")
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