Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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vt ipſemet
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G
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alileus agnoſcit, veriſimili tantum, ac probabili
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demonstrari?
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Poſtmodùm autem, vbi hæc præmiſiſti,
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In ſcientiarum, ac demonſtrationum principiis euidentiam
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exigimus, ſuſpiciones, ac veriſimilitudines nulla ratione ad
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mittimus,
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ſubdis,
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Porrò quæ ex his conſequuntur, aut
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inferuntur theoremata, ſuis illis principiis certiora, aut eui
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dentiora eſſe non poſſunt, & nominatim ſolemne illud, &
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quod totius ſcientiæ à Galileo excogitatæ firmamentum est,
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spatia ſcilicet æqualibus temporibus emenſa eam inter ſe
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rationem obſeruare, quæ est inter numeros omneis impareis
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continua ſerie ab vnitate procedenteis (quamvis aliunde
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falſum demonſtrari non poſſet) neque ex præſuppoſitis illis
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principiis euidenter, neque aliunde ſufficienter conclude
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retur.
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<
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">Hoc autem loco non video primùm, quì
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reprchendendus Galileus ſit, ſi quam propoſitionem
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non demonſtratam, ſed veriſimilem ſolùm habuit,
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non vt demonſtratam, ſed vt veriſimilem duntaxat
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exhibuit. </
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<
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">Candidè nimirùm videtur egiſſe, neque
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exegiſſe à Lectoribus, vt maiorem, quàm ipſe Poſtu
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lato fidem haberent; ſed illos potius quaſi monuiſſe,
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ne ipſum concederent, niſi deinceps agnoſcerent
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conſtabilitum variis ex eo deductis concluſionibus,
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quæ cum experientia planè conſentirent. </
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<
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">Deinde
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cùm in ſcientijs, ac demonſtrationibus attinent bus
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ad Matheſin puram, mera euidentia, non ſola ſuſpi
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cio, aut veriſimilitudo admittenda ſit: in ſcientijs ta
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men Phyſicis, ac miſta Matheſi, quacumque ſeſe Phy
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ſica, hoc eſt caligo humanæ mentis in rebus natura
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libus inueſtigandis, ingerit; fœlices ſimus, ſi non </
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