accurate Symbolism, i.e. for Symbolism in which a sentence `means' something quitedefinite. In practice, language is always more or less vague, so that what we assert isnever quite precise. Thus, logic has two problems to deal with in regard to Symbolism:(1) the conditions for sense rather than nonsense in combinations of words; (2) theconditions for uniqueness of meaning or reference in symbols or combinations of symbols. A logically perfect language has rules of syntax which prevent nonsense, and has single symbols which always have a definite and unique meaning. Mr. Wittgenstein isconcerned with the conditions for a logically perfect language -- not that any language islogically perfect, or that we believe ourselves capable, here and now, of constructing alogically perfect language, but that the whole function of language is to have meaning,and it only fulfills this function in proportion as it approaches to the ideal languagewhich we postulate.”
The chimera of a logically perfect language has fascinated the greatest minds in history.Apart from Frege’s Begriffschrift we might reference Leibniz and his project of a‘Characteristica Universalis’, or universal symbolic language based on Chineseideograms. None other than the great logician Kurt Gödel believed that the
characteristica universalis
was feasible.http://en.wikipedia.org/wiki/Characteristica_universalisSimilarly, John Wilkins, a founding father of the Royal Society and Dean of WadhamOxford for ten years from 1648, though more renowned for being Master of TrinityCambridge for one, attempted to construct a universal philosophical language in whichevery concept would have a unique 'non-arbitrary' name.http://reliant.teknowledge.com/Wilkins/
Symbolic representation.
Russell continues; “
Wittgenstein also asserts that in order that a certain sentence should assert a certain fact there must, however the language may be constructed, be somethingin common between the structure of the sentence and the structure of the fact. This is perhaps the most fundamental thesis of Mr. Wittgenstein's theory
.”``
In the picture and the pictured there must be something identical in order that the onecan be a picture of the other at all. What the picture must have in common with reality inorder to be able to represent it after its manner -- rightly or falsely -- is its form of representation''
Wittgenstein, Tractatus 2.161