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The prototype theory is especially at home in dealing with the typicality effects that were left unexplained by the classical theory.
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Gao and Malt propose that both the category and prototype theories are correct: in their conception, some classifiers constitute "well-defined categories", others make "prototype categories", and still others are relatively arbitrary.
One standard strategy is to maintain that, on the prototype theory, categorization is to be understood as a similarity comparison process, where similarity is computed as a function of the number of constituents that two concepts hold in common.
Prototype category theory is presented here as a potential solution to these difficulties.
Speciation theory is the prototype example of a research field where scientific truth can only be approached through the "intersection of independent lies" (Levins 1966).
Arthur Engels "Problem-Solving Strategies" is good for elementary students and Richard Guys "Unsolved Problems in Number Theory" is the classical advanced prototype.
It is well known that classical set theory is not expressive enough to adequately model categorization and prototype theory.
The theory theory is especially well-suited to explaining the sorts of reflective categorization judgments that proved to be difficult for the prototype theory.
The theory is simple.
3. Theory is theory.
A different form of pluralism about conceptual structure doesn't employ atomic cores but simply says that the prototype, theory, etc. are all themselves concepts (Weiskopf 2009).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com