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Conceptual Art: A Critical Anthology - uncopy

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254<br />

conceive ofa “semantic threshold” which may not be exceeded by a work ifit is not to take<br />

the form of an assertion and so be subject to the criteria “true or false,” thus becoming compromised<br />

in its art identity. That the tendency ofa work to diverge in its significance is seen as a<br />

problem is evidenced by the wide use of the “self-referential” format, where signification is as<br />

far as possible recursive and convergent. Such preoccupations may tempt one to make analogies<br />

with mathematics.<br />

It has been suggested that art works represent propositions and that these have the logical<br />

form of a tautology. The analogy is partially applicable, insofar as we must acknowledge the<br />

essentially axiomatic nature ofart, in that the art work is subject to no external testing but<br />

need only be consistent with the artist’s own assumptions, but is less appealing ifwe contrast<br />

art expressions with, say, mathematical expressions. A mathematical expression is unequivocal<br />

in what it asserts and we may recognize, for example, that (x � 1) 2 � x2 � 2x � 1 is tautological<br />

and that x � x � 1 is absurd. <strong>Art</strong>, however, is equivocal in what it asserts to such a point<br />

that we may reasonably doubt whether it actually asserts anything at all, and thus doubt<br />

whether (p ∨∼p) may be any more appropriately said to be the form of an art “proposition”<br />

than (p . ∼p); from this it follows that art is not “necessarily true” but rather that considerations<br />

ofeither its truth or its falsity are simply irrelevant.<br />

Certainly, truth and falsity are not applicable criteria in art. The elements of a work<br />

assume, in their mutual relations, an autonomous status subject only to criteria ofinternal<br />

coherence. We do not ask “is it true,” but only “is it valid” within the terms ofits own axioms.<br />

Appreciating this we may be led to use a metaphor which seems to fit these facts and so speak<br />

oftautologies in the “language ofart”—but the metaphor is misleading; art has no language.<br />

Logic and mathematics may express a “frame of mind” in abstract variables and relations—logical<br />

structures absolutely independent ofany experiential content which might be<br />

attributed to them—but at the levels ofabstraction where art is viable, “. . . structure . . . is<br />

the content itselfapprehended in a logical organization conceived as a property ofthe real.” 14<br />

The paradoxical nettle always to be grasped is that ofreconciling the art work’s status as an<br />

empty structure with its existence as an assembly of meaningful signs.<br />

NOTES<br />

1. G. Charbonnier, Conversations with Claude Lévi-Strauss (London: Jonathan Cape).<br />

2. “. . . [in] ostensive definition, the object which is meant is brought within range of perception<br />

and is then indicated by an appropriate gesture.” Rudolf Carnap, The Logical Structure of the<br />

World (University of California Press, 1969).

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