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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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CaB. 3.
De Definitione Diderammatica.
5. 5. Einde est quod Aristoceles, Philosophorum aCu
eissimus, nullibinon, praserrim in Losica, scientiarum su2-
rum quasctadidit subtilissima, terminis ejusmodi expolici-
vis utacur: d Mathemacici quicguid propoluerine, liceris al.
phabeticis exponant. Unicam Sirespiciamus Analy (in (BC.
ciolam admirandam illam Machematicorum L Ogicam, pro-
Fundissimam subcilissimarum consequentiarum d illationu
Scienciam, paucis quidem exiomacibusmetaphysicis sirper-
Aructam, sed inxRimabili Theorematum _ Problematum
isu non ad mathemacicas cantum, se d ad omnes omninosci.
entiassonse laceque superexundante Faecundissimam, me-
dis inclusam literis alphabericis eam inveniemus. Et HOC
est illud alphaberum quasi porestativum, quo scire nostrum,
quod ab alp habere fieurarive primum inchaatur, tandem cer
Minamus.
5. 4. In specierero, pro diversicare disciplinarum par-
3to
Diasrasto
ticularium, divrersa solenead terminorum realium expolitio. .
nem assumi sena reprxsentatira nacurae subjectorum, quam qua
Reri porest. maxime proporrionaca quibus demonstrationes
in Dilciplinis Facilicentur. Eius generis (unt in Ceometria,
Mathemacicorum propris scientia, quae dicuneur Diaeram-
matas quibuslincae, superficies, anguli, houra _cc quasin
nudo spacio tanquam in sennino rerum geometricarum
subiecto scorsim incueri ex oculis discernere non possumus
(mente tamen incellisibilem hane materiam CaCUS AIE, quI fionejubat
cum Axistot. norideat) ductibo distincte risibilibO, r. B, CrC-
taceis, quomodocunque dehignatis repraesentantur, ucha-
beac imaginatio, quae sensualibus apud plerosque nimis est
asuerarebus, in quo suos quodammodo sistac actus circa
rem quaesicam exercendos.
5. 5. Non aucem putandum est, expostirostolceter- Intellettum
minosipios esse, de quibus instituenda sic demonstratio, aue non certis-
a quibus ris dependeae demonstrationis; sed porius eos, cant,
qui sunt ∞) a F8Tcr dy Sueror, ue loquitur Aristoceles, sic enim u-
simur expositione, nt sensu, dum discente instummus (didaonanius
Xaci)
usitatisse
Insecie
Imagina