Bošković, Ruđer Josip
,
Theoria philosophiae naturalis redacta ad unicam legem virium in natura existentium
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THEORIÆ
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ſis, & </
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<
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non ſolis punctis, ſed punctis habentibus relationes diſtantiarum
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a ſe invicem: </
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<
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">eæ relationes in mea Theoria non conſtituuntur
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a ſpatio vacuo intermedio, quod ſpatium nihil eſt actu exi-
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ſtens, ſed eſt aliquid ſolum poſſibile a nobis indefinite conce-
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ptum, nimirum eſt poffibilitas realium modorum localium exi-
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ſtendi cognita a nobis ſecludentibus mente omnem hiatum, uti
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expoſui in prima Parte num. </
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<
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<
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De Spatio & </
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tuuntur a realibus exiſtendi modis, qui realem utique relatio-
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nem inducunt realiter, & </
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<
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">non imaginarie tantum diverſam in
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diverſis diſtantiis. </
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<
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">Porro ſi quis dicat, puncta inextenſa, & </
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hoſce exiſtendi modos inextenſos non poſſe conſtituere extenſum
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aliquid; </
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<
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">reponam facile, non poſſe conſtituere extenſum mathe-
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matice continuum, ſed poſſe extenſum phyſice continuum,
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quale ego unicum admitto, & </
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<
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nullo argumento favente alteri mathematice continuo extenſo,
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quod potius etiam independenter a meis argumentis difficulta-
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tes habet quamplurimas. </
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<
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">Id extenſum, quod admitto, eſt ejuſ-
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modi, ut puncta materiæ alia ſint extra alia, ac diſtantias ha-
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beant aliquas inter ſe, nec omnia jaceant in eadem recta, nec
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in eodem plano omnia, ſint vero multa ita proxima, ut eorum
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intervalla omnem ſenſum effugiant. </
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<
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">In eo ſita eſt extenſio,
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quam admitto, quæ erit reale quidpiam, non imaginarium,
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& </
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<
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<
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ſtat Geometria
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ſublato continuo
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actu exiſtente.</
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mathematica tolli omnem Geometriam. </
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metriam non tolli, quæ conſiderat relationes inter diſtantias,
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& </
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<
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">inter intervalla diſtantiis intercepta, quæ mente concipimus,
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& </
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<
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">per quam ex hypotheſibus quibuſdam concluſiones cum iis
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connexas ex primis quibuſdam principiis deducimus. </
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<
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tur Geometria actu exiſtens, quatenus nulla linea, nulla ſuper-
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ficies mathematice continua, nullum ſolidum mathematice con-
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tinuum ego admitto inter ea, quæ exiſtunt; </
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<
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ea, quæ poſſunt exiſtere, habeantur, omnino ignoro. </
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<
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liquid ejuſmodi in communi etiam ſententia accidit. </
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<
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exiſtit revera in Natura recta linea, nullus circulus, nulla el-
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lipſis, nec in ejuſmodi lineis accurate talibus fit motus ullus,
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cum omnium Planetarum, & </
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<
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">Terræ in communi ſententia mo-
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tus habeantur in curvis admodum complicatis, atque altiſſimis,
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&</
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<
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">, ut eſt admodum probabile, tranſcendentibus. </
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<
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">Nec vero
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in magnis corporibus ullam habemus ſuperficiem accurate pla-
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nam, & </
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<
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">continuam, aut ſphæricam, aut cujuſvis e curvis, quas
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Geometræ contemplantur, & </
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<
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volunt elementa, ſimplices ejuſmodi figuras ne in ipſis quidem
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elementis admittent.</
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<
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imagina rium,</
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lis, ſed propoſitiones hypotheticæ, quæ inde </
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