Henry Somers-Hall

In this paper, I want to look at Deleuze’s philosophical heritage in two different senses. In the first part of the paper, I explore his relationship to perhaps the most influential philosopher of the twentieth century, Martin Heidegger. Heidegger plays a central role in Deleuze’s early philosophy, and even when in his later collaborations with Guattari their explicit references to Heidegger are dismissive, Heidegger’s influence can clearly be detected, particularly in their critiques of other philosophers. In the second part of the paper, I look at Deleuze’s own contribution to philosophy, and to see how this contribution has been assessed by one of the most influential contemporary French philosophers, Alain Badiou. For Heidegger, Deleuze, and Badiou, perhaps the central problem for philosophy emerges from thinking about totality. For all three, the traditional metaphysical view of totality, derived from Aristotle’s concept of paronymy, occludes rather than solves the problem of how we characterise our most general concepts. As we shall see, Heidegger’s diagnosis of metaphysics, as constituted by what he calls onto-theology, is shared by all three philosophers, while their responses to this diagnosis differ. Deleuze and Badiou both reject Heidegger’s poetics of being in favour of the language of mathematics, but the question I want to explore in the final part of the paper is, which mathematics? The mathematics of the continuous, or the mathematics of the discrete?

When students read Difference and Repetition for the first time, they face two main hurdles: the wide range of sources that Deleuze draws upon and his dense writing style. This Edinburgh Philosophical Guide helps students to negotiate these hurdles, taking them through the text step by step. It situates Deleuze within Continental philosophy more broadly and explains why he develops his philosophy in his unique way. Seasoned Deleuzians will also be interested in Somers-Hall's novel interpretation of Difference and Repetition.

The purposes of this paper are, first, to show the importance within Deleuze's aesthetics of the notion of the Gestalt, conceived as a figure against a background, and second to show that recognizing the importance of this notion leads to a sympathy for themes in the work of Merleau-Ponty. After showing the motivations for Merleau-Ponty's adoption of the concept of the Gestalt, and its application within Eye and Mind, I wish to show that despite the similarities in their analyses Merleau-Ponty's analysis is ultimately incapable of providing a complete description of the work of art.

The aim of this paper is to explore the metaphysical foundations of Throne of Blood , Kurosawa's reworking of Shakespeare's Macbeth . Using Hegel's theory of tragedy, I develop the distinction between Greek and modern tragedy, with their differing bases in ethical and subjective freedom. I then show that Noh drama also includes a very different metaphysical account, stemming from its theoretical roots in Buddhism. I then use these three differing accounts (Greek, modern and Noh drama) to explore the effect of Kurosawa's use Noh aesthetics in Throne of Blood on the metaphysical ground of the film itself

The aim of this paper is to explore the uses made of the calculus by Gilles Deleuze and G. W. F. Hegel. I show how both Deleuze and Hegel see the calculus as providing a way of thinking outside of finite representation. For Hegel, this involves attempting to show that the foundations of the calculus cannot be thought by the finite understanding, and necessitate a move to the standpoint of infinite reason. I analyse Hegel’s justification for this introduction of dialectical reason by looking at his responses to Berkeley’s criticisms of the calculus. For Deleuze, instead, I show that the differential must be understood as escaping from both finite and infinite representation. By highlighting the sub-representational character of the differential in his system, I show how the differential is a key moment in Deleuze’s formulation of a transcendental empiricism. I conclude by dealing with some of the common misunderstandings that occur when Deleuze is read as endorsing a modern mathematical interpretation of the calculus.