On the Simplest Possible Branch of Mathematics
Resource tools
| File information | File dimensions | File size | Options |
Original JPG File | 1626 × 1255 pixels (2.04 MP) 13.8 cm × 10.6 cm @ 300 PPI | 490 KB | Download |
Screen | 1036 × 800 pixels (0.83 MP) 8.8 cm × 6.8 cm @ 300 PPI | 212 KB | Download |
Preview | Screen Preview | 212 KB | View |
Resource ID
352
Access
Open
Contributed by
Frederik Wellmann
date (Robin)
c. 1903?
type of material
A. MS.
description
Brief discussion of paradisaical logic, i.e., system of logic in which only one value is supposed, provided another value (or other values) is not positively denied. The simplest kind of mathematics referred to, however, is a two-valued system of which Boole's algebra of logic is regarded as a special case. Inadequacies of Boolean algebra and some merits of secundal notation. Rules and examples for common mathematical operations in CSP's dyadic system.
general index
inadequacies of, Logic (modal see Modality), paradisaical Logic, Mathematics, simplest Mathematics, Secundal system of enumeration
pagination
pp. 1-9, 13, 17-33
dated by
Robin
Date
1903~?
Author
Charles Sanders Peirce
number
MS0001_008
abbreviated title
-
date (Robin)
c. 1903?