Piwik tracking image

Please wait... 

On Hyperbolic Geometry 

Resource tools

File information File size Options

Original JPG File

744 × 980 pixels (0.73 MP)

6.3 cm × 8.3 cm @ 300 PPI

494 KB Download

Screen

607 × 800 pixels (0.49 MP)

5.1 cm × 6.8 cm @ 300 PPI

180 KB Download

Preview

Full screen preview

180 KB View
Manuscript Metadata

Resource ID

4096

Access

Open

Contributed by

Frederik Wellmann

date (Robin)

n.d.

type of material

A. MS.

description

Formulae required for the projection of the hyperbolic plane upon the Euclidean. Definitions of "individual," "independence of individuals," and "collection." Fundamental theorem of multitude. (Cantor's demonstration of this theorem is thought to be fallacious.)

general index

Cantor Georg, Collections, Geometry, Euclidean (nonEuclidean), graphics, hyperbolic, Individual and Individuality (see also Index Subject), Mathematics, Multitude

pagination

pp. 1-6, 16-20, with rejected pages.

Date

u

number

MS0114_022

abbreviated title

(Hyp. Geom)

date (Robin)

n.d.

go to Manuscript Pages

 Public : MS_0114
Search for similar resources

Remove