Helmut, list
According to Peirce, the definition if "renders definitely to be such as it
will be"

*"We thus learn that the Object determines (i.e. renders definitely to be
such as it will be) the Sign in a particular manner.*(CP 8.361)342-379
M-20b *(1908))*

Within the MS 611, p.67-68, Peirce verify that his definition of
determination is transitive.

Best regards, Robert


Honorary Professor ; PhD Mathematics ; PhD Philosophy
fr.wikipedia.org/wiki/Robert_Marty
*https://martyrobert.academia.edu/ <https://martyrobert.academia.edu/>*



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Le mer. 3 avr. 2024 à 16:36, Helmut Raulien <h.raul...@gmx.de> a écrit :

> Dear list members,
>
> some time later maybe I will work on my idea, that there are three kinds
> of systems hierarchy, besides the Salthean composition and subsumption also
> determination, so it is composition (1ns), determination (2ns) and
> classification (3ns). I call subsumption classification, because I find it
> more common. Do you think that is ok would be my first question, and the
> second is about the meaning of determination: I am just now thinking, that
> determination merely means: "A determines B" means "Not B without A", or
> "If B then A". Like, if there is a sign, then there is an/its object, or,
> if there is an interpretant, then there is a/its sign.
>
> Or, e.g., if there is a citizen, then there is a society, the society
> determines the citizen (the individual`s status as its citizen). If there
> is an individual within the range of a government, with the range defined
> by the government (composition), and so the individual defined as the
> government´s subservient (classification), then the government determines
> the individual, regardless of whether the individual classifies him/herself
> as its citizen or not, the determination is either ex- or inclusion
> (composition). This example shows, that composition, determination and
> classification form a complexity.
>
> Best regards, Helmut
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