It has been a few years since I read Deleuze’s Logic of Sense. Since that first reading, I have wanted to read it closely, as I believe it is undervalued (or even unknown!) in hermeneutics. After much reading elsewhere, I feel comfortable enough to provide a close reading of Logic of Sense. I will not stop at every “chapter”, that is series (Deleuze has a mastery of breaking traditional authorship manners), but will instead concentrate on Deleuze’s framing of sense in hermeneutical terms, one of the larger points I believe he makes in the text. In the short preface, Deleuze provides some insight into what his focus is:
We present here a series of paradoxes which form the theory of sense. It is easy to explain why this theory is inseparable from paradoxes: sense is a nonexisting entity, and, in fact, maintains very special relations with nonsense. (Logic of Sense, xiii)
This resonates very well with Nietzsche’s concept of truth as “an army of metaphors:
What then is truth? A mobile army of metaphors, metonyms, and anthropomorphisms — in short, a sum of human relations, which have been enhanced, transposed, and embellished poetically and rhetorically, and which after long use seem firm, canonical, and obligatory to a people: truths are illusions about which one has forgotten that is what they are; metaphors which are worn out and without sensuous power; coins which have lost their pictures and now matter only as metal, no longer as coins. (from The Portable Nietzsche, 46-7).
Deleuze’s tactic, however, differs from Nietzsche’s. While Nietzsche focused on genealogical analyses, Deleuze is instead insterested in seeing it relationally where “certain points of one figure in a series refer to the points of another figure” (xiv) but without depth. Deleuze’s concept of sense aims to be one of purely surface structures without any kind of hidden meaning or depth underneath it all.
These relations, then, create singularities–that is, points of turning, inflections, tears, fusion, etc. Each of these “correspond to each one of the series of a structure” and is “the source of a series extending in a determined direction right up to the vicinity of another singularity” (52-3). Visually, these singularities create sets of divergent and convergent lines like that of a magnet. Singularities form ideal events. With regards to time, events in their purest forms are never actualities. They are only tales and stories, events which are about to happen and those which have just happened. They are never in the present, never happening.
