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# Title: Dissertatio Logica De Suppositione (shelfmarks Leibn. Marg. 42, Stück 3; ZEN Leibn. Marg. 42)
# Folio - , page id 799215783:0017
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5. 7. Propria Suppositio est, cum Vox, quae dicitur sapponi, à
nativa significatione non abit, sed in stenificatione propria accipitur;
Ieu, quando Terminus supponit pro re, quam proprie sienificat: ut,
homopro hominevero. REnus pro vero aeno qradrupedi, Lea
provero Leone, bestia; lapispro vero lapide. Sic in hâc Propoli
tione: homoridet, roridet habet propriam suppositionem. Porro
APHOR. VII.
Suppositio propria est vel sincularis, vel Communis.
FinfcorS.
5. T. Oremadmodum enim roces, quae proprix dicuntur, lune
duplicis differentia, qraedam enim rem pluribus communem, graedam
autem unam rem, quae non est communis pluribus, determinate deno-
tant; ita exinde duo veluti suppolitionis proprie dieta Ruunt ri
rulis qrorum prior communis, polterior singularis audit.
5. 2. Singularis alionomine Discreta dicitur; (Unde dilere.
te supponere vel supponi tregrens est in Summulistarum libris)
cum coenitio rei singularis in singulari sit discretio lui objecti à
caeteris aliisrebus;: quam appellationis hujus rationem reddit
Menaoza Disp. Summ. 2. sect. 4. 5. 12.
5. 3. Estautem Suppositio singularis sive Discreta vocis in P
munciatione acceptio prounorantum individuo. AtG; ita Suxponun-
tur Subjecta in his Fnunciationibus: Salomon suit Regum sapien-
rissimus, Perrus fuit Apostolus. Pertinent huc non (olum (1) Nomina
Propria; F. 8. Petrus, Paulus, Johannes dc. quae toties noras
Portiuntur significationes, grocies. aliis subjectis imponuntur.
Unde rox Paulus, antegram itanominabatur Apostolus, huncnon
notabat, poltqram veroipse hoc insigniebatur nomine, Cgnitica-
bateum, adcog noram acquirebat significationem. Sed _ (2)
Pronomina Demonstrarivas V. 8. Tus Hic, IIIe. Ab aliis huc qrogi
rCLOTUNEUE (3) Nomina appellativa, quatenus habent Pronomen De-
monstrativum praesixum;: qua ratione hic IIomo supponitur in hao
Fnunciatione: Tlic Homo cA Capiens. Sed hoc non est perpetuum.
Sigridem Fonseca l. 3. Instit. Dial. c. 23. Satuit, quod Pronomen De-
monstrativum non semper unam duntaxat rem sincularem notet, sed
totam speciem, ut, siquis dicat: Hic liber est optimus. Ubi librum
pro tocâ Becie accipicenset, non pro unorancum libri Individuo.
S. 4. A