From Communism to Postcapitalism: Karl Marx and Friedrich Engels’ The Communist Manifesto (1848)

History bears testament to the Manifesto’s planetary circulation, global readership and material impact. Interpretations of this short document have affected the lives of millions globally, particularly in the second half of the twentieth century. The text is somehow able to outline the complex theoretical foundations for the world’s most enduring critique of capitalism in a comprehensible and persuasive language, and as such, readers of all classes, professions, nations and ethnicities have drawn on – and in many cases warped and manipulated – its valuable insights. Whilst arguing for the importance of the Manifesto as an anti-imperial book and exploring the reasons for its viral circulation, this chapter will also show that it is a self-reflexive text that predicts its own historic impact. It is the formal and generic – or, in fact, ‘literary’ – qualities of this astonishing document that have given it such primacy in the canon of anti-imperial and anti-capitalist writing

Urban comix: Subcultures, infrastructures and “the right to the city” in Delhi

This article argues that comics production in India should be configured as a collaborative artistic endeavour that visualizes Delhi’s segregationist infrastructure, claiming a right to the city through the representation and facilitation of more socially inclusive urban spaces. Through a discussion of the work of three of the Pao Collective’s founding members – Orijit Sen, Sarnath Banerjee and Vishwajyoti Ghosh – it argues that the group, as for other comics collectives in cities across the world, should be understood as a networked urban social movement. Their graphic narratives and comics art counter the proliferating segregation and uneven development of neo-liberal Delhi by depicting and diagnosing urban violence. Meanwhile, their collaborative production processes and socialized consumption practices, and the radical comix traditions on which these movements draw (and which are sometimes occluded by the label “Indian Graphic Novel”) create socially networked and politically active spaces that resist the divisions marking Delhi’s contemporary urban fabric

Quantum Loop Modules and Quantum Spin Chains

We construct level-0 modules of the quantum affine algebra \Uq, as the $q$-deformed version of the Lie algebra loop module construction. We give necessary and sufficient conditions for the modules to be irreducible. We construct the crystal base for some of these modules and find significant differences from the case of highest weight modules. We also consider the role of loop modules in the recent scheme for diagonalising certain quantum spin chains using their \Uq symmetry.Comment: 32 pages, 5 figures (appended), ENSLAPP-L-419/93, MRR2/9

Assessing the impact of non-additive noise on modelling transcriptional regulation with Gaussian processes

In transcriptional regulation, transcription factors (TFs) are often unobservable at mRNA level or may be controlled outside of the system being modelled. Gaussian processes are a promising approach for dealing with these difficulties as a prior distribution can be defined over the latent TF activity profiles and the posterior distribution inferred from the observed expression levels of potential target genes. However previous approaches have been based on the assumption of additive Gaussian noise to maintain analytical tractability. We investigate the influence of a more realistic form of noise on a biologically accurate system based on Michaelis-Menten kinetics

Performing Urban Violence: Protest Theatre and Semi-Public Space in London and Cape Town

This article offers an account of two case studies of theatrical performance from London and Cape Town, both of which raise and interrogate the inter-related concepts of protest theatre and public space. A production of Tunde Euba’s play Brothers, by the Greenwich and Lewisham Young People’s Theater (GLYPT) in London (2013/14), and the contemporaneous theatrical work and awareness-raising campaigns of the Sex Workers Education and Advocacy Taskforce (SWEAT) in Cape Town, both use theatrical performance to question, diagnose and protest multiple forms of violence perpetrated against marginalized urban populations, often at the hands of the state. In twenty-first-century neoliberal cities such as London and Cape Town, government and private forces collude to privatize their once public spaces, thus encroaching upon—if not entirely disappearing—venues that might be used for protesting against such forms of violence (see Garrett).i Meanwhile, those public spaces that do remain are, in the ongoing era of the “War on Terror,” increasingly subject to militarized policing strategies that place increased restrictions on large assemblies and free movement within cities, “particularly for members of darker-skinned groups” (Marcuse 264)

Woodland clearance in the Mesolithic: the social aspects.

Did Mesolithic people regard the woodland as a wilderness or park? Previous models have portrayed the hunter-gatherers of the Mesolithic as in tune with nature and making use of clearings to attract game. Using equally valid analogies, the authors propose a more hostile landscape that was conceived and managed with clearings and paths to help allay its menacing character

Algebraic Quantum Mechanics and Pregeometry

We discuss the relation between the q-number approach to quantum mechanics suggested by Dirac and the notion of "pregeometry" introduced by Wheeler. By associating the q-numbers with the elements of an algebra and regarding the primitive idempotents as "generalized points" we suggest an approach that may make it possible to dispense with an a priori given space manifold. In this approach the algebra itself would carry the symmetries of translation, rotation, etc. Our suggestion is illustrated in a preliminary way by using a particular generalized Clifford algebra proposed originally by Weyl, which approaches the ordinary Heisenberg algebra a suitable limit. We thus obtain a certain insight into how quantum mechanics may be regarded as a purely algebraic theory, provided that we further introduce a new set of "neighbourhood operators", which remove an important kind of arbitrariness that has thus far been present in the attempt to treat quantum mechanics solely in terms of a Heisenberg algebra