Difference between revisions of "Template:Fallacies"
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imported>Machine Elf 1735 (Talk:Appeal to probability sophistry yes... Plato could tell ya that... statistics can lie, as they say, but who says it's a formal fallacy? every dumb argument doesn't qualify, it's called the problem of induction, not fallacy of induction) |
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{{Navbox | {{Navbox | ||
| − | |name | + | |name = Formal fallacy |
| − | |title | + | |title = [[Formal fallacy|Formal fallacies]] |
| − | + | |above = [[Masked man fallacy]]{{·}}[[Circular reasoning]] | |
| − | |above = | + | |group1 = In [[Propositional calculus|propositional logic]] |
| − | |group1 = [[Propositional calculus| | + | |list1 = [[Affirming a disjunct]]{{·}}[[Affirming the consequent]]{{·}}[[Denying the antecedent]]{{·}}[[Argument from fallacy]]{{·}}[[False dilemma]] |
| − | |list1 | + | |group2 = In [[Quantification|quantificational logic]] |
| − | |group2 = [[Quantification| | + | |list2 = [[Existential fallacy]]{{·}}[[Affirming the consequent|Illicit conversion]]{{·}}[[Proof by example]]{{·}}[[Quantifier shift]] |
| − | |list2 | ||
|group3 = [[Syllogistic fallacy]] | |group3 = [[Syllogistic fallacy]] | ||
| − | |list3 | + | |list3 = [[Accident (fallacy)|Accident]]{{·}}[[Affirmative conclusion from a negative premise]]{{·}}[[Converse accident]]{{·}}[[A dicto simpliciter]]{{·}}[[Fallacy of exclusive premises|Exclusive premises]]{{·}}[[Existential fallacy|Existential]]{{·}}[[Fallacy of necessity|Necessity]]{{·}}[[Fallacy of four terms|Four-term fallacy]]{{·}}[[Illicit major]]{{·}}[[Illicit minor]]{{·}}[[Negative conclusion from affirmative premises]]{{·}}[[Fallacy of the undistributed middle|Undistributed middle]] |
| − | |below = [[ | + | |below = [[:Category:Formal fallacies|Other types of formal fallacy]]{{·}}[[List of fallacies]] |
}}<noinclude> | }}<noinclude> | ||
| + | |||
[[Category:Philosophy and thinking navbox templates|{{PAGENAME}}]] | [[Category:Philosophy and thinking navbox templates|{{PAGENAME}}]] | ||
[[zh-yue:Template:Formal Fallacy]] | [[zh-yue:Template:Formal Fallacy]] | ||
</noinclude> | </noinclude> | ||