A <b>sign relation</b> is the basic construct in the theory of signs, also known as [[semeioti
In his picturesque illustration of a sign relation, along with his tracing of a corresponding sign process, or <i>semiosis</i>
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<caption><font size="+2"><math>\text{Table 10.} ~~ \text{Relation of Quantifiers to Higher Order Propositions}</math></font></caption>
===Table 1. Sign Relation of Interpreter ''A''===
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===Semiotic Theory Of Information===
* Project Page : [[Semiotic Theory Of Information]]
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...s use, namely, the conditions of the definition that lead up to the stated equivalence. The relevant STR is recorded in Rule 1. By way of convention, I lis
...transformational rule, that is, between a statement of equivalence and an equivalence of statements, is so automatic that it is usually not necessary to make a s
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...s eye view in question is more formally known as the perspective of formal equivalence, from which remove one cannot see many distinctions that appear momentous f
===Primary arithmetic as semiotic system===
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...s eye view in question is more formally known as the perspective of formal equivalence, from which remove one cannot see many distinctions that appear momentous f
===Primary arithmetic as semiotic system===
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...e, any set is a COSI, so any relation in extension is a COSI, but a 1-adic relation is just a set of 1-tuples, that are in some lights indiscernible from their
...generic picture may have degenerate realizations, as when we have a 1-adic relation, that may be viewed in most settings as nothing different than a set:
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...ant logical import, something that might be referred to as their ''logical equivalence class'' (LEC), and that we could as well call the ''constraint information'
...expression and eventually ending with a clear expression of the ''logical equivalence class'' to which every sign or expression in the sequence belongs. Ordinar
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==Logic As Semiotic==
...//suo.ieee.org/ontology/thrd48.html#03070 Jon Awbrey (Aug 2001), "Logic As Semiotic", Ontology List].
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usually come up in mathematics, namely, in relation to the problem
what seems to my semiotic consciousness like the necessary
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...resent inquiry into inquiry in particular, and attempts to analyze them in relation to each other on formal principles alone.
* The writer's task is not to create meaning from nothing, but to construct a relation from the typical meanings that are available in ordinary discourse to the p
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...second class embraces terms whose logical form involves the conception of relation, and which require the addition of another term to complete the denotation.
...s terms whose logical form involves the conception of bringing things into relation, and which require the addition of more than one term to complete the denot
226 KB (33,992 words) - 16:22, 29 December 2017
...is together with the Rule <math>y \Rightarrow z\!</math> gives the logical equivalence <math>y = z.\!</math> But this reduces the Case <math>x \Rightarrow y
...that the relation of a word to that which it addresses is the same as its relation to its equivalent or identified terms. For that purpose, I first show that
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logic and dynamics in the study of intelligent systems can be seen in relation
about the relation of theories to realities has a bearing on the relation of
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particular and I attempt to analyze them in relation to
but to construct a relation from the typical meanings
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...an informal manner, located within a broader cultural context, and put in relation to the ways that intelligent agents can come to develop characteristic beli
...he most adaptable of mathematical tools that can be used to understand the relation between general forms and particular instantiations, in other words, the re
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* Section: [[Charles_Peirce#Logic_as_formal_semiotic|Logic as formal semiotic]]
* Line: (→ Logic as formal semiotic - removing two long quotes. See talk)
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...gin to understand a particular example of inquiry when we can describe the relation between the momentary intellectual state of its agent and the subsequent ac
In human inquiry there is always a relation between affective and cognitive features of experience. We have a sense of
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| a binary relation =< on the objects of P with p =< p' if and only if there
| is an arrow p -> p' in P. This binary relation is reflexive (because there
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