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Dasein - Monoskop

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HUSSERL'S PHENOMENOIjOGY AND LANGU AGE AS CALCULUS 65<br />

somewhat. He acknowledges the fact that for members of a given<br />

language community there exists a close link between the word-sign<br />

and the object perceived or meant. To be sure, he again adds immediately<br />

that the relation between word-sign and thing is purely<br />

contingent, the reason now being that already the relation between<br />

word-sign and meaning is of a contingent nature. This can be seen,<br />

for example, from the fact that different languages use different signs<br />

(combinations of phonemes and graphemes) to designate different<br />

meanings. 218 But despite the contingence in principle Husserl allows<br />

for an inner link in practice: natural language speakers experience<br />

something of an apparent picture relation between word and thing,<br />

their thinking being so intertwined with language that they cannot<br />

but project this language onto the objects that they encounter. And<br />

Husserl goes on: "This is confirmed if we recall the deep-set tendency<br />

to exaggerate the bond between word and thing, to invest<br />

it with objectivity, perhaps even to insinuate something of mystic<br />

unity into it." 219 What merits attention here is that Husserl regards<br />

speaking of a "mystic unity" of word and thing as "exaggerated".<br />

However, three proponents of the language as the universal medium<br />

conception, Heidegger, Gadamer, and Wittgenstein, all speak literally<br />

of a "mystical" relation between language and the world. 220<br />

Albeit only a detail, this fact throws an interesting (confirming) light<br />

upon our claim that Husserl stands on the opposite side of the universal<br />

medium vs. calculus distinction as compared with these mentioned<br />

philosophers. This assessment can be further strengthened as<br />

we turn to a closer examination of Husserl's views on truth.<br />

As mentioned in the Introduction of this study, the conceptions<br />

of language as the universal medium and of language as calculus<br />

can be distinguished vis-a-vis their respective stand on the correspondence<br />

theory of truth. Since language as calculus allows for the<br />

possibility of metalanguage, it also allows for a metalanguage expression,<br />

i.e., the word "true", that denotes a specific relation between a<br />

sentence of the objectlanguage and some state of affairs or event in<br />

some real or ideal world. The opposite view of language as the universal<br />

medium, since it does not regard any form of metalanguage as<br />

possible, must deny that truth as correspondence is ever expressible.<br />

As an example of this last view we can turn to Frege, whose

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