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In Aristotelian logic, dictum de omni et nullo (Latin: "the maxim of all and none") is the principle that whatever is affirmed or denied of a whole kind K may be affirmed or denied (respectively) of any subkind of K. This principle is fundamental to syllogistic logic in the sense that all valid syllogistic argument forms are reducible to applications of the two constituent principles dictum de omni and dictum de nullo.

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  • Dictum de omni et nullo (ca)
  • Dictum de omni et nullo (cs)
  • Dictum de omni et nullo (en)
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  • Dictum de omni et nullo (česky: "řečené o všem a o ničem"), je princip, podle kterého to, co prokázaně platí (či naopak neplatí) pro všechny prvky množiny K, rovněž platí (či neplatí) pro všechny prvky libovolné podmnožiny množiny K. Jedná se o dílčí sylogický vzorec, který se nazývá BARBARA,resp. CELARENT. (cs)
  • Dictum de omni et nullo (dit de tot i de no res) és un principi de la lògica aristotèlica compost dels dos principis dictum de omni i dictum de nullo. (ca)
  • In Aristotelian logic, dictum de omni et nullo (Latin: "the maxim of all and none") is the principle that whatever is affirmed or denied of a whole kind K may be affirmed or denied (respectively) of any subkind of K. This principle is fundamental to syllogistic logic in the sense that all valid syllogistic argument forms are reducible to applications of the two constituent principles dictum de omni and dictum de nullo. (en)
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  • Dictum de omni et nullo (česky: "řečené o všem a o ničem"), je princip, podle kterého to, co prokázaně platí (či naopak neplatí) pro všechny prvky množiny K, rovněž platí (či neplatí) pro všechny prvky libovolné podmnožiny množiny K. Jedná se o dílčí sylogický vzorec, který se nazývá BARBARA,resp. CELARENT. (cs)
  • Dictum de omni et nullo (dit de tot i de no res) és un principi de la lògica aristotèlica compost dels dos principis dictum de omni i dictum de nullo. (ca)
  • In Aristotelian logic, dictum de omni et nullo (Latin: "the maxim of all and none") is the principle that whatever is affirmed or denied of a whole kind K may be affirmed or denied (respectively) of any subkind of K. This principle is fundamental to syllogistic logic in the sense that all valid syllogistic argument forms are reducible to applications of the two constituent principles dictum de omni and dictum de nullo. (en)
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