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# Title: Leibniz-Handschriften zur Mathematik LH 35, 15, 2
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Beaune, Hudden, Bartholinus, Du Laurens
Brasser, Terguson, de constitutione,
depressione, limitibus, aequationum. De
divisione earum in ipsarum componentes
de inveniendis aequationis radicibus, sive
sit numerus mxtus, sive fractus, sive
surdus, sive simplex, sive binomius
Est quaedam constructio pelliana in Algetra
Rhonii, in hanc usum notabilis.
Merrys explicatio Regularum Huddenii Merrius
quibus monstratur per quas aequationes eas
invenerit Huddenius
Huddenii methodus de maximis et minimis
multis parasangis excedit Methodum
Bartholinianam; ita ut ex doctrina Hud-
denii facile sit assumere quasvis Radices
atque inde excitare aequationes, ita ut homo–
genea Radicum sint maximae ordinatae,
in curvis illis, quae sunt loca aequationum
quae loca accedente usu Mesolabi
Plusiani ex hibent insignes, facilesque
approximationes; ac majus et minus,
per Logarithmos inveniendis Radicibus.
Addi pt methodus adaptandi aequades
imnumerabilibus seriebus; de facili earum
serierum summare. de interpolatione
Tabularum t adte in eum usum
ollinium de eo quod interest 1664 d ubi
de ducendis seriebus continue propor
tionalium, simplici extractione, et
quomodo ex serie vel alia assumta exi-
qua rationis, sine extractione radicum,
gerivare aliam. problemata de eo
quod interest composito, de excilandis Loga
Mitlunis. de addendis Reciprocis pro-
siessionis Arithineticae, vel quadca-
torum ejus aut cuborum.
Vallisit Methodus redurendi ingentem fra-
ctionem decimratem in aliam, quae optime
exprimit eandem
Wallisii tract. de sectionibus Angularibus. item
de Figonometria sphaerica accuta se con
stituenda
Theormala REonii 105. de Sinubus chordis tangen
tibus secantious.
extercitatio
exercitatio Wallisii