This paper focuses on the latent spatial philosophy in Heidegger’s ‘Being and Time’, highlighting a key aspect of the Heideggerian oeuvre that has mostly been overlooked by commentators. It outlines the concept of an original spatiality of being that is opposed to the philosophies of space in both physics and Cartesian metaphysics. Through an elaboration of the essentially relational character of Da-sein, it is argued that Heidegger’s vocabulary in ‘Being and Time’ yields an onto-topology that shows Da-sein’s primary spatial embeddedness (...) in the world. Finally, the paper argues that Heidegger’s concept of spatiality remained cursory due to its residual existentialist focus. In this context, it attempts a re-evaluation of its intellectual trajectory within the realm of the Spheres project. (shrink)

In social and cultural theory, topology has been used to articulate changes in structures and spaces of power. In this introduction, we argue that culture itself is becoming topological. In particular, this ‘becoming topological’ can be identified in the significance of a new order of spatio-temporal continuity for forms of economic, political and cultural life today. This ordering emerges, sometimes without explicit coordination, in practices of sorting, naming, numbering, comparing, listing, and calculating. We show that the effect of these practices (...) is both to introduce new continuities into a discontinuous world by establishing equivalences or similitudes, and to make and mark discontinuities through repeated contrasts. In this multiplication of relations, topological change is established as being constant, normal and immanent, rather than being an exceptional form, which is externally produced; that is, forms of economic, political and cultural life are identified and made legible in terms of their capacities for continuous change. Outlining the contributions to this Special Issue, the introduction discusses the meaning of topological culture and provides an analytic framework through which to understand its implications. (shrink)