Apollonius <Pergaeus>, Apollonii Pergaei Conicorvm Lib. V. VI. VII. paraphraste Abalphato Asphahanensi : nunc primum editi ; additvs in calce Archimedis assvmptorvm liber, ex codibvs arabicis mss Abrahamus Ecchellensis Maronita latinos reddidit, Jo. Alfonsvs Borellvs curam in geometricis versione contulit & [et] notas vberiores in vniuersum opus adiecit

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Conſiderandæ modo ſunt difficultates à præſtantiſsimo, et doctisſimo Clau-
dio
Midorgio propoſitæ contra Manuſcriptum Arabicum Apollonij, quod Cla-
riſsimus
, &
de bonis litteris optimè meritus Golius ex oriente detulit,
eædemq
;
difficultates eodem iure noſtrum Manuſcriptum, quod Golianum,
petunt
.
Verba Merſenni in præfatione Conicorum Apollonij ſuæ ſynopſis Ma-
thematicæ
hæc ſunt.
Suſpicatur autem Claudius Midorgius hos tres
libros
, (ſcilicet 5.
6. & 7. Conicorum Apollonij) eſſe cuiuſdam Ara-
bis
ſub Apollonio latentis, quòd in quinto ſuo libro primam
propoſitionem
ſexti Apollonij ſuperius allatam non ſolum in
cono
recto, ſed in quouis etiam ſcaleno, &
illorum portioni-
bus
quibuſcumque datis poſſibilia quæque demonſtrat.
Hæc qui-
dem
ratio quanti ponderis ſit æqui rerum æſtimatores iudicent, &
ſi qui-
dem
omnes, qui in Geometricis mediocriter verſati ſunt optimè norunt
ſucceſsiuè
aliquid vlteriùs inueniri præter ea, quæ diuini Præceptores
Euclides
, Archimedes, Apollonius, &
Ptolemæus ediderunt, facile enim
eſſe
inuentis addere quis ignorat?
Nulli vnquam venit in mentem librum
Spiralium
non ab Archimede, ſed ab aliquo alio ſcriptum fuiſſe, propterea
quod
vniuerſaliùs quarumcumque ſpiralium paſsiones Neoterici demon-
ſtrarunt
;
Nec quia admirabilis Maurolicus in ſuo quinto Conicorum libro,
&
alij recentiores, ſicuti præclarus Phyloſophus, & Mathematicus Vin-
centius
Viuianus Patritius Florentinus in ſuo erudito libro de Maximis,
&
Minimis alia longè diuerſa ab Apollonij ſpeculationibus excogitarunt,
hos
libros adulterinos eße auſi ſunt affirmare.
Et ſicuti ipſemet Midor-
gius
non repudiauit librum primum Conicorum ab Eutocio editum, licet
ipſe
in ſuo libro tertio melius ſe demonſtraſſe propoſitiones 52.
53. 54.

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