The attempt by Arnason and Roberts to interpret Canetti’s work in the context of social theory is taken here as the point of departure to investigate Canetti’s view on the phenomenon of resistance. Resistance is explored in the context of Canetti’s reflection on power and transformation. Further, it is argued that through his substantive concern for crowds, an epistemological challenge emerges for social theory. Canetti gives us some precious insights on phenomena of ambiguous multiplicity, which are neither simple sums of (...) separate individuals nor an ontologized Durkheimian collective. Not only this, he resolutely ventures towards the contingency at the foundation of social order, the ‘just-thisness' of power, revealing its non-symbolic basis in gestures that impart affects. It is at this level that resistance can be best understood as a movement of liberation from the grip of power. (shrink)

‘Crowded places’ have recently been problematized as objects of terrorist attacks. Following this redefinition of terrorism, crowds have been reactivated at the heart of a security continuum of counter-terrorism, emergency planning and policing. How does the crowd referent recalibrate security governance, and with what political effects? This article argues that several subtle reconfigurations take place. First, counter-terrorism governance derives the knowledge of crowds from ‘generic events’ as unexpected, unpredictable and potentially catastrophic. This move activates 19th-century knowledge about crowds as pathological, (...) while the spatial referent of ‘crowded places’ reconfigures workplaces as crowded places and workers as crowds. Second, new guidance for emergency planning and policing deploys a more rational approach to crowds, put forward in recent psychosocial approaches. These modes of knowledge derive ‘generic crowds’ from normal social relations rather than extraordinary events. Generic events and generic crowds effectively depoliticize crowds, as they exclude a more radical generic politics, in which crowds are not derivable, but negate determination. (shrink)