The fallacy of division is a fallacy where someone believes that is something is true for the whole, then it must be true for the parts of the whole as well. For example, if a basketball team is very good, then all the players on the team must be good. The opposite of this is the fallacy of composition.
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| Informal | | Equivocation | |
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| Question-begging | |
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| Correlative-based | |
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| Illicit transference | |
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| Secundum quid |
- Accident
- Converse accident
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| Faulty generalization |
- Sampling bias
- Argument from analogy
- Anecdotal evidence
- Base rate / Conjunction
- Double counting
- Slothful induction
- Overwhelming exception
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| Ambiguity | |
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| Questionable cause | |
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| Appeals |
- Law/Legality
- Stone / Proof by assertion
| Consequences | |
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| Emotion |
- Children
- Fear
- Flattery
- Novelty
- Pity
- Ridicule
- In-group favoritism
- Invented here / Not invented here
- Island mentality
- Loyalty
- Parade of horribles
- Spite
- Stirring symbols
- Wisdom of repugnance
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| Genetic fallacy | |
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Other fallacies of relevance | |
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| Formal | | In propositional logic |
Affirming a disjunct
Affirming the consequent
Denying the antecedent
Argument from fallacy
Masked man
Mathematical fallacy
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| In quantificational logic |
- Existential
- Illicit conversion
- Proof by example
- Quantifier shift
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| Syllogistic fallacy |
- Affirmative conclusion from a negative premise
- Negative conclusion from affirmative premises
- Exclusive premises
- Existential
- Necessity
- Four terms
- Illicit major
- Illicit minor
- Undistributed middle
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