John Robinson

For decades, both economists and legal scholars have regularly used the metaphor of a ‘bundle of rights’ to describe property. In recent and growing literature, the bundle formulation has been the target of a number of critiques, some of which point to Adam Smith, among others, as a source for an alternative perspective on property. This paper examines Smith's work and argues that Smith is an appropriate authority and focal figure for a traditional, in-rem view of property. It illustrates how Smith's usage of concepts in the civil-law tradition, his appreciation for Hume, and especially his unique theory of the impartial spectator, together make clear that Smith's understanding of property is irreconcilable with the modern bundle formulation.

Reflecting Alan Robinson's fundamental contribution to computational logic, this book brings together seminal papers in inference, equality theories, and logic programming. It is an exceptional collection that ranges from surveys of major areas to new results in more specialized topics. Alan Robinson is currently the University Professor at Syracuse University. Jean-Louis Lassez is a Research Scientist at the IBM Thomas J. Watson Research Center. Gordon Plotkin is Professor of Computer Science at the University of Edinburgh. Contents: Inference. Subsumption, A Sometimes Undervalued Procedure, Larry Wos, Ross Overbeek, and Ewing Lusk. The Markgraf Karl Refutation Procedure, Hans Jurgen Ohlbach and Jorg H. Siekmann. Modal Logic Should Say More than it Does, Melvin Fitting. Interactive Proof Presentation, W. W. Bledsoe. Intelligent Backtracking Revisited, Maurice Bruynooghe. A Science of Reasoning, Alan Bundy. Inductive Inference of Theories from Facts, Ehud Y. Shapiro. Equality. Solving Equations in Abstract Algebras: A Rule-based Survey of Unification, Jean-Pierre Jouannaud and Claude Kirchner. Disunification: A Survey, Hubert Comon. A Case Study of the Completion Procedure: Proving Ring Commutativity Problems, Deepak Kapur and Hantao Zhang. Computations in Regular Rewriting Systems I and II, Girard Huet and JeanJacques Levy. Unification and ML Type Reconstruction, Paris Kanellakis, Harry Mairson, and John Mitchell. Automatic Dimensional Analysis, Mitchell Wand. Logic Programming. Logic Programming Schemes and Their Implementations, Keith Clark. A Near-Horn Prolog for Compilation, Donald Loveland and David Reed. Unfold/Fold Transformations of Logic Programs, P. A. Gardner and J. C. Shepherdson. An Algebraic Representation of Logic Program Computations, Andrea Corradini and Ugo Montanari. Theory of Disjunctive Logic Programs, Jack Minker, Arcot Rajasekar, and Jorge Lobo. Bottom-Up Evaluation of Logic Programs, Jeffrey Naughton and Raghu Ramakrishnan. Absys, the First Logic Programming Language: A View of the Inevitability of Logic Programming, E. W. Elcock.

Two theories of representation are then developed, A fregean and a kripkean. According to the fregean theory, What a picture represents is a function of its "sense," whereas according to the kripkean theory, What a picture represents is a function of its "history." the concepts of "sense" and "history" are spelt out in some detail. Both theories are shown to be plausible theories of representation although there are difficulties with both. In particular, Neither theory seems capable of explaining "metaphorical" cases of representation-As