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# Title: [Idea Totius Encyclopaediae Mathematico-Philosoph. hoc est, Analysis Aristotelico-Euclidea] Erhardi Weigelii, Prof. Publ. Idea Totius Encyclopædiæ Mathematico-Philosoph. hoc est, Analysis Aristotelico-Euclidea (shelfmark Leibn. Marg. 106)
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De Definitione Locica.
Sect. 20
jam perspectam habeamus aeque cognieam; (hoc enim pau-
ea pene dixerimnulla, nobis concedune Encia subtitissimis
licee concepcibilitacibus definica) sed suppositive Paltem.
nocionaliter s rospectire, quodiis tanguam nocis chara-
Aeristicis decerminatarescanqua Fsentia in classe praedica-
mentalicerto situ cum aliis extriberi, aeque ica distindetra.
etariqueae, adeo uc quod supra dictum, E quod arcributum
scibile in eadem inveniatur, quod ips juxta communem
nacuram compecit illudnontam de ipsare, quam de genere
Dociusostendatur, aue, s generi gnippiam conveniar, idem
de ipla quoque sublumatur; _ siquod ipsicum aliis com-
mune juxca communemnaturam non conreniat, hoc scor-
Tim de ipla demonstrerur, ne vera baors eis a mogeios Commic-
catur, cujus ueriusque, graria porissimum exeositarum vel
Pocius assumpeum esse hoc definitionis genus ex AriAore-
relatisclare constae.
5. 3. Sicur isitur superius explicaras Definitiones nomina
eveicam ses dictinctionis gracia Grammaricas appellarimus, quod illa
Palrem acquie seane innuda vocobulorum expositione quo-
modocangue Faca, modo clariora sine definitionis ipsius
verbaquam definier; ica praesences essensiales ad analogiam
Praedictarum Logicas dicimus, quod in nocionibusrerum in-
tex secoltacarum lorica ratione abstractis consistane. IUIx
exmera pendene hominum impolitione rocabulorumque
alu; hae aliquale fundameneum habeneinre, nempe simili-
eudinem _ dissimilicudinemrecum aliarum, cum quibns de
Ainicum comparacur: illa se ortim absq,his Formari possunts
hae illas utroguetermino. definiri nimirum de definicionis,
PrxsupponunE. Inplerisque tamem rebus, praeserrim
mecaptiysicis a mathemaricis, definicio nominalis ab essen-
ciali rix aliquo concepeu Formali differe, ue cum Trraneulum
definitur, nommaliter quidem, quod sicirrum linearum ranqu’a
laterum conterminalium comprehensio; le d essentialter. quo d sit
Figura (genus) mlarera (differencia). Unde Aristorelesu-
tramque detinitionem eode cen tuhabens illam, quod (cNo
05 r8 nonuairet re oroua; se d hanc. Quod sit Rógoc Eregs oroua-
sidus, desinit 2. PoH. 10. rerbis quam clarisismis.
5. 4
Tanguam
 sentronia