THE INCLUSIVE DYNAMICS OF ISLAMIC UNIVERSALISM: FROM THE VANTAGE POINT OF SAYYID QUTB\u27S CRITICAL PHILOSOPHY

This article pursues a topological reading of Milestones, one of the most influential books in the history of Islamism. Written by Muslim thinker Sayyid Qutb, the general interest in this crucial text has largely remained restricted to the fields of Islamic Studies and Security Studies. This article aims to make the case for assuming a philosophical standpoint, relocating its significance beyond the above-mentioned fields. A creative and topological reading of this text will allow the spatial complexity of Qutbs eschatological vision to be fully exposed, while also unpacking the way in which antagonistic relations have variously been articulated by this thinker. The underlying conviction is that such an examination can offer new perspectives from which to examine and develop current debates on political universalism and antagonism in the tradition of continental philosophy

Islamism Revisited: A Lacanian Discourse Critique

The aim of this article is to highlight the relevance of Lacanian psychoanaly-sis for an understanding of Islamism, unfolding its discursive-ideological complexity. Inan attempt to reply to Fethi Benslama’s recent exploration of the function of the fatherin Islam, I suggest that Benslama’s argument about the ‘delusional’ character of Islamismand the link he envisages between the emergence of Islamism and the crisis of ‘tradi-tional’ authoritative systems, should be further investigated so as to avoid potential risksof essentialism. A different reading of Islamism is proposed, which valorizes ‘creative’attempts by Islamist groups to re-organize the social imaginary within the realm of a sym-bolic economy, thereby positivising the desedimenting effects of the real in different ways.Notions such as capitonage, fantasy, desire, and jouissance are essential for us to under-stand how Islamist trajectories diversify as distinct discursive formations, thereby reveal-ing the psychoanalytical significance of Islam as a master signifier

Astronomical Dating and the Internal Chronology of the Pentateuch

Some of the narratives in the Pentateuch can be associated with known astronomical events to provide absolute dates for biblical chronology.Comment: 29 pages, 12 figure

Correlated Equilibria of Classical Strategic Games with Quantum Signals

Correlated equilibria are sometimes more efficient than the Nash equilibria of a game without signals. We investigate whether the availability of quantum signals in the context of a classical strategic game may allow the players to achieve even better efficiency than in any correlated equilibrium with classical signals, and find the answer to be positive.strategic games, quantum mechanics, correlated equilibrium, coordination, entanglement, efficiency

Deriving the Qubit from Entropy Principles

The Heisenberg uncertainty principle is one of the most famous features of quantum mechanics. However, the non-determinism implied by the Heisenberg uncertainty principle --- together with other prominent aspects of quantum mechanics such as superposition, entanglement, and nonlocality --- poses deep puzzles about the underlying physical reality, even while these same features are at the heart of exciting developments such as quantum cryptography, algorithms, and computing. These puzzles might be resolved if the mathematical structure of quantum mechanics were built up from physically interpretable axioms, but it is not. We propose three physically-based axioms which together characterize the simplest quantum system, namely the qubit. Our starting point is the class of all no-signaling theories. Each such theory can be regarded as a family of empirical models, and we proceed to associate entropies, i.e., measures of information, with these models. To do this, we move to phase space and impose the condition that entropies are real-valued. This requirement, which we call the Information Reality Principle, arises because in order to represent all no-signaling theories (including quantum mechanics itself) in phase space, it is necessary to allow negative probabilities (Wigner [1932]). Our second and third principles take two important features of quantum mechanics and turn them into deliberately chosen physical axioms. One axiom is an Uncertainty Principle, stated in terms of entropy. The other axiom is an Unbiasedness Principle, which requires that whenever there is complete certainty about the outcome of a measurement in one of three mutually orthogonal directions, there must be maximal uncertainty about the outcomes in each of the two other directions.Comment: 8 pages, 3 figure