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Triangle of reference


The triangle of reference (also known as the triangle of meaning and the semiotic triangle) is a model of how linguistic symbols are related to the objects they represent. The triangle was published in The Meaning of Meaning (1923) by Ogden and Richards. While often referred to as the "Ogden/Richards triangle" the idea is also expressed in 1810, by Bernard Bolzano, in his Beiträge zu einer begründeteren Darstellung der Mathematik. However, the triangle can be traced back to the 4th century BC, in Aristotle's Peri Hermeneias (often referred to in its Latin translation De Interpretatione, second book of his Organon). The Triangle relates to the problem of universals, a philosophical debate which split ancient and medieval philosophers (mainly realists and nominalists).

The triangle describes a simplified form of relationship between the speaker as subject, a concept as object or referent, and its designation (sign, signans). For more elaborated research see Semiotics.

The relations between the triangular corners may be phrased more precisely in causal terms as follows:

Such a triangle represents ONE person, whereas communication takes place between TWO (objects, not necessarily persons). So imagine another triangle and consider that for the two to understand each other, the content that the "triangles" represent must fit or be aligned. Clearly, this calls for synchronisation and an interface as well as scale among other things. Notice also, that we perceive the world mostly through our eyes and in alternative phases of seeing and not seeing with change in the environment as the most important information to look for. Our eyes are lenses and we see a surface (2D) in ONE direction (focusing) if we are stationary and the object is not moving either. This is why you may position yourself in one corner of the triangle and by replicating (mirroring) it, you will be able to see the whole picture, your cognitive epistemological and the ontological existential or physical model of life, the universe, existence, etc. combined.


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