====== Modus Celarent ====== [[glossary:syllogism|Syllogism]] in which a negative conclusion is derived from a negative and an affirmative premise. > No M is P. > All S are M. > Therefore, no S is P. For example: > No rectangle is a circle. > All squares are rectangles. > Therefore, no square is a circle. ===== Name ===== The name “Celarent” is a [[wp>Mnemonic|mnemonic]] term, in which the vowels (e-a-e) indicate that all three statements are [[glossary:universal_quantification|universal quantifications]]: the first premise is a negative (type “e”), the second affirmative (type “a”) and the conclusion is again a negative statement (type “e”). For more information on this naming scheme, and on syllogisms in general, see the article on [[glossary:syllogism|syllogisms]] in the [[glossary:index|glossary]]. ===== Variants ===== The following forms are the variants of Modus Celarent and can all be transformed back to it: * [[logic:inferences:modus_celarent:modus_calemes|Modus Calemes]] * [[logic:inferences:modus_celarent:modus_calemos|Modus Calemos]] * [[logic:inferences:modus_celarent:modus_camestres|Modus Camestres]] * [[logic:inferences:modus_celarent:modus_camestros|Modus Camestros]] * [[logic:inferences:modus_celarent:modus_celaront|Modus Celaront]] * [[logic:inferences:modus_celarent:modus_cesare|Modus Cesare]] * [[logic:inferences:modus_celarent:modus_cesaro|Modus Cesaro]] ===== Siehe auch ===== * [[logic:inferences:modus_barbara:index|Modus Barbara]] * [[logic:inferences:modus_darii:index|Modus Darii]] * [[logic:inferences:modus_ferio:index|Modus Ferio]] ===== More information ===== * [[wp>Syllogism]] on //Wikipedia// {{page>templates:banner#Short-BG-Logic&noheader&nofooter}}