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De infinitis infinitorum, et infinite parvorum ordinibus disquisitio geometrica in qua, variis utriusque generis gradibus demonstratis, tum methodi infinitesimalis fundamenta ostenduntur, tum praecipuè plusquam infinita spatia hyperbolica VVallisii, adversus nuperrimos eorundem impugnatores, vindicantur

Grandi, Guido, 1671-1742

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De infinitis infinitorum, et infinite parvorum ordinibus disquisitio geometrica in qua, variis utriusque generis gradibus demonstratis, tum methodi infinitesimalis fundamenta ostenduntur, tum praecipuè plusquam infinita spatia hyperbolica VVallisii, adversus nuperrimos eorundem impugnatores, vindicantur

Grandi, Guido, 1671-1742

[8], 100, [4] p., [1] leaf of plates :

Internet Archive

[8], 100, [4] p., [1] leaf of plates :

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De infinitis infinitorum, et infinite parvorum ordinibus disquisitio geometrica in qua, variis utriusque generis gradibus demonstratis, tum methodi infinitesimalis fundamenta ostenduntur, tum praecipuè plusquam infinita spatia hyperbolica VVallisii, adversus nuperrimos eorundem impugnatores, vindicantur
De infinitis infinitorum, et infinite parvorum ordinibus disquisitio geometrica in qua, variis utriusque generis gradibus demonstratis, tum methodi infinitesimalis fundamenta ostenduntur, tum praecipuè plusquam infinita spatia hyperbolica VVallisii, adversus nuperrimos eorundem impugnatores, vindicantur
Internet Archive · Scanned pages (Latin)
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De infinitis infinitorum, et infinite parvorum ordinibus disquisitio geometrica in qua, variis utriusque generis gradibus demonstratis, tum methodi infinitesimalis fundamenta ostenduntur, tum praecipuè plusquam infinita spatia hyperbolica VVallisii, adversus nuperrimos eorundem impugnatores, vindicantur
De infinitis infinitorum, et infinite parvorum ordinibus disquisitio geometrica in qua, variis utriusque generis gradibus demonstratis, tum methodi infinitesimalis fundamenta ostenduntur, tum praecipuè plusquam infinita spatia hyperbolica VVallisii, adversus nuperrimos eorundem impugnatores, vindicantur
Internet Archive (Scan) · 120 pages (Latin)
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