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# Title: [Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica (shelfmarks Leibn. Marg. 100:1/2, Stück 1; Leibn. Marg. 100:1/2)
# Folio 55, page id 851387705:0075
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# Lines: 86 recognised, mean confidence 0.84
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du
11
ap. XI
A L C F B R IC A.
nmnne Rem, Zensum, Cubum, Sur desolidum. Alu (Talcem polt Franciseum de Vieta
qui Rrichmecieam Speciosam, un loquuneur, vel primus omnium incroduxie, vel
alcem admodum auxic) pro Padice quamlibet ad placicum AIphabeci liceram 2d.
tribene, uc A, ejusque reliquas poceltares adjunctis lireris q eCc innUMNE UE A9.
AC, A99 _C. DEo Duaarato Cda  ac. Ca La R. Kele hac
nocatione ucieur D. Onchiredus, Anslus, in iplius Cot Laa, quaim
(aliquandiu ancea coe as L o nioe s oe
iceraric. Polteum (vel eodem circiter cempore) D. FTarriotus item Anstus, Ma
rum: Alii characteribus his ucuncur 2e 23 ∞ B qui ex licerisr 2c s oriuntur, de in
chematieus eximius, in iplius arris malycicae praxi, quam post iptius obicum edidie
D Wanerus, c MaMaLCIIS, annO iTem 163Y) liceris alphabec
Denique D. des Cartes, ee Post illum alii, licerarum Exepe icerandarum caedium it
mences, racticem, uc prius, qualibet alphabeci licera delignanc, ee iptius reliquas
Poceltates Culpensis nocis numericis (pro numero Gractus leu Poreltats) delisuatu,
eis ad placicum allumpus, et cocteosleracis, quories porectas indicata poltulaveru
eliona, puca a aa aaa aaaa ec. Pro Kacice, Guadrato, Cubo, Biquadrato, dec
ut a a a, a, ec. Duorum specimen in subjuncto Schemare incuendum exposui.
Nomina.
Racix
Ouadratum
Cubus
Ouad. guactracetm
Surdelolidum
Ouad. C abi.
2n Surdelolidum
Ouad. quad. quac
Cubi cubus
Suac. Surdesol.
SSurdelolidunt
Suad. quad. cubi
47 Sudesolidum
Cuad. 2i Surdelol.
Cubus Surdetol.
Characteres.
C1e
AGqCC
AGCCC
Od Accce
d0
AgqCCC
AbS AgecCC
CS ACCCCC
Ouad. quact. quad. . 18787878 OO AgqCCCC
ec.
20
DB
A94
A9C
ACC
A99C
AgcC
2Bs8
AccC
Potestas ser
eradus
eec.
Nocandum aucem eA, quod in grandioribus potestatibus (quae nempe quartam
sequuntur) non eodem apud omnes modo appellatiOneS aptANEUT. Nam v. 8. Q_a.
Tratocubus apud non paucos signiticat Ruadrari cubum, Teu Cubi quadratum, adeo.
que pocestatem sextam, (quae ex cubo in sciptum ducto emersit, vel ex quacraco
cubice mulciplicato, hoc est, in seiptum bis ducto;) acque in hrac signiticatione
appellationes quas in Schemare appolui intellisendae funt, acque huic congruune
Prima e secunda characterum series: AC Pietaus (et qui illum hac in re lequun.
EUT, uc e ex veceribus Diophancus,) Per Duadrato cubum incelligune poreltarem
quintam, quae ex Ouacraco in Cubum ducto emersit; adeoque vecerum Surdesosi-
aos (primos) ille Ouadrato cubos vocar; (e eadem analogia religuarum pocecta
cum nomina Formac, adeoque surdesolidorum appellationem omiceic;) cui eriam Potesta-
nomenelacura conreniune ipsius characteres, (qui in characterum cerria serie ha. Les Alee
BenCuE) Cartesius (de qui illum imitantur) vecerum pocius nomenelaturam relu-bricae me
mic; ipsius vero characteres (quinca serie potiri) ucriris aeque conveniune, cum (0. lius per
lummodo pocestarum ordinem, seu numerum dimentionum innuane, adeoque mi. Cradu
Trith
nus dubix honiticationis, ee CLOI M BOHOLHI. SbS CoOS MeticOS.
uam DC
Duod aurem alii per varias dimentiones Geometricas explicarune, eso pociis per Cicome-
Bdulto richmecieos explicandum cauo, adeogle ea Campum Arichmecicum cricas D
cetranis priores) Farriosi characteres, quarca serie potici.
non excedendum. Idem isicur nobis eA Gradus ascendens primus, secundus, ter. mensio.
hus, dec. quod illis Radiis, Auadracum, Cubus, _c. Pcour enim, apud illos, quotes plican
IM Eur
et
X