Collection

Keyword: Collection


Dictionary Entry | Posted 10/09/2014
Quote from "Considerations concerning the Doctrine of Multitude"

In a […] general sense, a collection is simply an individual object whose being consists in the being of whatever objects there may be of a certain general description,...

Manuscript | Posted 10/09/2014
Peirce, Charles S. (1905-07 [c.]). Considerations concerning the Doctrine of Multitude. MS [R] 27

Robin Catalogue:
A. MS., n.p., [c.1905-07?], pp. 1-5; 23, 24, 27, 29, 30.
The nature of definition; “collection” defined; first- and second-intentional collection.

Dictionary Entry | Posted 10/09/2014
Quote from "Whole and Parts"

We may say that a whole is an ens rationis whose being consists in the copulate being of certain other things, either not entia rationis or not so much so as the whole; so that a...

Dictionary Entry | Posted 10/09/2014
Quote from "The Fourth Curiosity"

…while numbers may on occasion be, or represent, multitudes, they can never be collections, since collections are not grades of any kind, but are single things.

Dictionary Entry | Posted 09/09/2014
Quote from "On Multitude"

A collection is whatever stands to a general predicate of single subjects in a certain relation sui generis, such that for every such predicate there is a single collection and...

Manuscript | Posted 09/09/2014
Peirce, Charles S. (1897 [c.]). On Multitude. MS [R] 26
Manuscript | Posted 09/09/2014
Peirce, Charles S. (1903 [c.]). The Theory of Multitude. MS [R] 24

Robin Catalogue:
A. MS., n.p., [c.1903], pp. 1-3; 3-4 of another draft.
“Multitude” defined in terms of collection, followed by a pragmatistic definition of “collection.”

Manuscript | Posted 09/09/2014
Peirce, Charles S. (nd). Logic of Quantity. MS [R] 20

Robin Catalogue:
A. MS., n.p., n.d., pp. 1-5; 1-4, 3-5; plus a single-page table of contents (“Contents”) and 3 rejected pages.
Definitions, corollaries, theorems, and problems...

Manuscript | Posted 09/09/2014
Peirce, Charles S. (nd). Logic of Quantity. MS [R] 19

Robin Catalogue:
A. MS., n.p., n.d., pp. 1-12.
Several theorems demonstrated, e.g., that every relation included under a preference is itself a preference. Solution is offered...

Manuscript | Posted 25/11/2012
Peirce, Charles S. (1897). Multitude and Number. MS [R] 25

From the Robin Catalogue:
A. MS., G-1897-1, pp. 1-82, with rejected or alternative pages running brokenly from p. 7 to p. 71.
Most of manuscript was published (4.170-...

Pages