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glossary:argumentum_a_fortiori:index [03.02.26, 09:41:30] – ↷ Links adapted because of a move operation saschaglossary:argumentum_a_fortiori:index [03.02.26, 09:43:12] (current) – [Distributivity] sascha
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 The principle "<i :la>argumentum a fortiori</i> describes the fact that a //weaker// argument can be derived from a //stronger// one. The principle "<i :la>argumentum a fortiori</i> describes the fact that a //weaker// argument can be derived from a //stronger// one.
  
-==== Distributivity ====+==== Distribution ====
  
-A good example is the principle of "[[glossary:distribution|distributivity]]which applies, among other things, to [[glossary:categorical_statement|categorical statements]]. It describes, under which circumstances a category term can also referr to its parts or sub-categories. Thus, in a [[glossary:universal_quantification|universal statement]] such as "all //dogs// are //mammals//", the //subject// (here: "dogs") is distributed and thus also refers to, for example, //poodles//, //greyhounds//, //watchdogs//, or even the //our neighbor’s dachshund//, etc. Thus, from the //strong// statement "all dogs are mammals" //weaker// statements such as "//our neighbor’s dachshund// is a //mammal// " can be derived.+A good example is the concept of [[glossary:distribution|Distribution]]” which applies, among other things, to [[glossary:categorical_statement|categorical statements]]. It describes, under which circumstances a category term can also referr to its parts or sub-categories. Thus, in a [[glossary:universal_quantification|universal statement]] such as "all //dogs// are //mammals//", the //subject// (here: "dogs") is distributed and thus also refers to, for example, //poodles//, //greyhounds//, //watchdogs//, or even the //our neighbor’s dachshund//, etc. Thus, from the //strong// statement "all dogs are mammals" //weaker// statements such as "//our neighbor’s dachshund// is a //mammal// " can be derived.
  
 ==== Universal and existential propositions ==== ==== Universal and existential propositions ====

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