Doron Avital

Tractatus Logico-Pilosophicus, the only book published during Ludwig Wittgenstein's lifetime , has since attracted the imagination of generations of philosophers as a work of great philosophical genius. Nonetheless, even today, more than eighty years later, philosophers are struggling to reconcile its diverse themes within a single, coherent picture. The present work is an attempt to meet this challenge. ;Wittgenstein considered the single proposition as a concrete model for the fact. The challenge is to show how a system of propositions can serve as a model of reality. My work concentrates on three pillars of the logic of the Tractatus: the picture theory, negation as "reversal of sense," the independence of elementary propositions. Using a simple scenario of the ordering of objects or letters on a line, I examine the conflict generated by the attempt to adequately accommodate all three themes and offer my own solution. My solution brings implications to the problem of negation and to the Tractatus's thesis that the possibilities of logical space are spanned by the possible configurations of the ultimately simple objects. One such implication, which stands in contrast to the common reading, is that in atomic facts we have 'complex objects' as constituents. ;The resolution offered, furthermore, exposes an intrinsic difficulty in the Tractatus, for which I have reserved the term arbitrary choice. The difficulty is manifested in the lack of assurance---from the perspective of logic---that a concept-word will preserve its 'standard' meaning when it is reapplied or when its scope of application varies. In this I uncover the seed of central themes in Wittgenstein's later philosophy, e.g. the rule-following argument, as present already in the Tractatus. ;In the concluding chapter, I suggest a new account for the nature of the proposition by connecting the analysis offered in the Tractatus with the subject of time and motion. The picture with which the work concludes then considers language not as corresponding to reality, but as engaged or synchronized with reality---if you will, it is a picture of language and reality in a dance

The article takes as its starting point the work of Tomas Kulka on Kitsch and Art to further a philosophical move aiming at the very logical core of the question of art. In conclusion, the idea of Singular Rule is offered as capturing the defining logic of art. In so doing, the logical structure of a singular rule is uncovered and in that also the sense in which the idea of singular rule both explains and justifies the role that art plays in our life. In his Kitsch and Art Tomas Kulka extends Karl Popper's refutation principle in science to the arts. He asks of a true work of art to be open to “refutation” by way of evaluating it against its own admissible alterations or variations. An admissible alteration according to Kulka is a change or a modification of the work that does not “shatter its basic perceptual gestalt”. In considering alterations that are aesthetically better, worse or neutral with respect to the original picture, Kulka offers us a rational reconstruction of key aesthetics concepts such as unity, complexity and intensity. His reconstruction will show that a work of kitsch does not qualify as art in direct analogy to a proposition that cannot qualify as scientific if it is not refutable. Kitsch cannot be “refuted” by any of its possible alterations as they are all of equal aesthetic value. This explains the aura of empty perfectionism that accompanies the experience of kitsch since the work of kitsch does not carry any promise for improvement nor does it show itself superior to any of its possible alterations. Notwithstanding Kulka’s novel analysis, its premise we must note is grounded in the work of art impressing on us a single basic perceptual gestalt with respect to which an alteration can qualify as admissible. But in acknowledging the possibility of a gestalt-switch or the fact that the work of art can impress on us a variety of mutually-exclusive perceptual gestalts, Kulka's analysis loses the logical anchor necessary for it to work. However, in what might look at first sight as an unrecoverable logical deficiency, we find an anchor to a novel analysis to the question of art. This is our analysis to the idea of art as a singular rule. Indeed, the concept of a singular rule - a rule onto itself which has exclusively itself as its own argument - must strike us as paradoxical. But in offering to reconstruct the work of art through the complementary concepts of background and figure - to match respectively the how and the what of the work - we are able to provide a structural resolution to the idea of singular rule as what defines art. In this we believe we deliver a definitive answer to the question of art.

Art as a Singular Rule "Art has nothing to do with me. Or my family. Or anybody I know" Abstract - This paper will examine an unresolved tension inherent in the question of art and argue for the idea of a singular rule as a natural resolution. In so doing, the structure of a singular rule will be fully outlined and its paradoxical constitution will be resolved. The tension I mention above unfolds both as a matter of history and as a product of analysis. The concept of imitation will be our introduction to a brief overview of a historical trajectory starting with Plato. Plato is notorious for having imposed one of the most humiliating verdicts ever on the Arts: Art is imitative he argued, it is the practice of reproducing illusions and is, therefore, both an inferior source of knowledge and an ethically corrupt activity. Then, the story continues, came Aristotle, the savior of the Arts: he suggested that since essence, form, is imbedded in reality, the artist who imitates essence performs the noble task of abstracting form from substance. Art could now proudly stand alongside other highly respectable branches of human activities, such as the sciences. With the dominance of Aristotle in Western culture, abstraction came to play a key role. Leaping forward to our time, it can be argued that in Modernism the move towards abstraction was pushed to breaking point - to the point where the object was dismissed and denied relevancy to the work of art. This will bring us to a discussion of Art as representation and subsequently, to the introduction of a line of philosophical reasoning that threatens the Arts. It will seem as if we are caught between two extremes: If we assume that art is representational, we open the door for the old Platonic criticism that art is merely imitative (of its object); If we return to abstractionism, we may be led along a path that does not stop short of renouncing the object altogether, i.e. nothing is asserted as standing to the work of art as an "object" or an outer aim; this leaves us on a suspiciously skeptical note concerning the purpose and aim of art - and it indeed echoes prevailing feelings of unrest and confusion concerning the arts, precisely the sort that the quote above indicates. This seems to entrap us in a vicious circle. However, drawing upon the philosophies of Kant, Wittgenstein, Goodman and the contemporary Czech philosopher and esthetician, Tomas Kulka, I suggest a way for resolving the dilemma. This is my analysis of singular rule.

In Philosophical Investigations, Wittgenstein argues that we can neither say of the standard One Metre in Paris that it is a single metred length, nor that it is not. Kripke's reply to the puzzle is well known: the sentence expressing the assertion that the standard One Metre is one metre in length (at time t0) is a true, a priori and contingent sentence. In this paper, I would like to show the nature of the intuition that runs behind Kripke's reply to the puzzle, and why, in the final analysis, it is not satisfactory, with respect to the point made by Wittgenstein. In addition, I will show that the case of the One Metre in Paris exemplifies the radical break Wittgenstein makes with traditional concepts of meaning. I then draw a general lesson that shows that the structure of concepts and functions (measures) in Wittgenstein is given by the idea of an arbitrary choice of "an object of comparison." Concepts and functions (measures) are materialised and internalised in the form of objects that are arbitrarily sampled from a sample space of same logical-type objects.