Reducing the Actual: A Phenomenological Bracketing of Deleuze’s Qualities and Extensities

Abstract

Deleuze is prominent among those philosophers who pronounce that difference must be understood as ontologically prior to identity. He teaches that identity is a surface effect of difference, so to understand the basis of logico-mathematical idealities we must uncover their genesis in the fecundity of differentiation. Deleuze wants to offer a foundation of number and mathematics as a subversive, creative force, an affirmation of Nietzsche’s eternal return as the ‘roll of the dice’. But he begins too late. For Deleuze, virtual intensities (Eternal Return) generate the logical , conceptual, theoretical, lawful principles for empirical domains, and then are held steady in the background, beyond the reach of the conceptual and logical patterns, which cancel them by freezing and isolating them. Applying Heidegger’s deconstruction of Nietzschean subjectivity to Deleuze’s project reveals intensities to function as subjective enframings of the species and parts that develop from them. Intensive processes posit , set in place and represent the qualities that steadily remain throughout the calculation of difference in degree. Deleuze does not appear to recognize that the iteration of extensive quantity is devoid of meaningful sense. His failure to make this distinction leads him to confuse mathematical with non-mathematical idealities and prevents him from locating the fundamental sense of extensive duration. What Husserl, and Heidegger after him, recognized is that numeration never counts anything but its own self-iteration, devoid of sense and meaning outside of the empty ‘same thing, different time’. To experience an object as meaningful beyond this ‘how much’ is to no longer attend to it as calculative, countable iteration, as persisting self-identical presence. What holds only for intensities in Deleuze’s understanding of the structure of time, that every change in degree is simultaneously a difference in kind, constitutes the irreducible, absolute essence of all duration.

Author's Profile

Joshua Soffer
University of Chicago

Analytics

Added to PP
2023-11-28

Downloads
100 (#86,400)

6 months
100 (#41,337)

Historical graph of downloads since first upload
This graph includes both downloads from PhilArchive and clicks on external links on PhilPapers.
How can I increase my downloads?