Interstices: new work on legal spaces
نویسنده
چکیده
What does it mean to talk about ‘legal spaces’; about law spatially and space legally? What is the research agenda that this volume announces, whose relevance it demonstrates, and whose methodology it showcases? The study of space in law insists first and foremost on the material world as essentially constitutive of law. In both the analytic and the continental traditions of jurisprudence, law has too often been treated as a series of abstract propositions, a structure of norms in search of application. Admittedly, law understands itself as spatially delimited — the notion of a territory is a central if relatively modern aspect of law’s claim to authority (see Blomley 1994, McVeigh 2005) — but at the same time it is assumed that it exerts the same and absolute force throughout its jurisdiction. Instead, legal spaces draws on the tradition of legal pluralism (Griffiths 1986, Falk Moore 1978, Merry 1988, 2000, Kleinhans & Macdonald 1997, Mellisaris 2004) in arguing that how and what law means is influenced by where it means. Yet unlike much of the work of this tradition, legal spaces explores the diversity of legal norms and the disparateness of legal effects not just in terms of the social elements that constantly work to generate and differentiate it, but the physical elements too, and of course the social and the physical are likewise mutually implicated. The law both structures our understanding of certain spaces, while at the same time those spaces themselves radically transform the experience, application, and effect of the law. Law’s definition of a
منابع مشابه
Some Properties of Crystalline Guinea Pig Hemoglobin
1. Guinea pig hemoglobin crystals are shown to be readily permeable to ferricyanide and hydrosulfite, indicating the presence of interstices between the protein molecules of the crystal. 2. The assumptions of closest hexagonal packing and of spherical molecules of HbO(2) lead to a crystal lattice having interstices between the molecules which represent 25 per cent by volume of the crystal. Thes...
متن کاملOn regular interstices and selective types in countable arithmetically saturated models of Peano Arithmetic
We continue the earlier research of [1]. In particular, we work out a class of regular interstices and show that selective types are realized in regular interstices. We also show that, contrary to the situation above definable elements, the stabilizer of an element inside M(0) whose type is selective need not be maximal.
متن کامل$C$-class and $F(psi,varphi)$-contractions on $M$-metric spaces
Partial metric spaces were introduced by Matthews in 1994 as a part of the study of denotational semantics of data flow networks. In 2014 Asadi and {it et al.} [New Extension of $p$-Metric Spaces with Some fixed point Results on $M$-metric paces, J. Ineq. Appl. 2014 (2014): 18] extend the Partial metric spaces to $M$-metric spaces. In this work, we introduce the class of $F(psi,varphi)$-contrac...
متن کاملSemantic Spaces and Multilingualism in the Law: The Challenge of Legal Knowledge Management
It is the concern of the author to arrange cogitations and experiences she gained by collaborating in relevant international project works, by conducting scientific studies regarding legal knowledge representation and by teaching legal information retrieval. The main focus is the demonstration of problems of communication within and between humans and legal information systems, which are often ...
متن کاملAn Accurate Diagnosis , But Is There a Cure ? : An Appreciation of The Role of Science in
Professor Robin Feldman has written a splendid and wise book on a timely and important topic: The role of science in law. The usual complaint about the relation of law and science is that the law insufficiently attends to and incorporates scientific discoveries, but Professor Feldman turns this criticism upside down. Instead, her central thesis is that the law defers to science far too much eit...
متن کامل