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The publication of the Restatement Third: Unjust Enrichment and Restitution by the American Law Institute in July 2010 was an event of major importance, not only for the development of the law of unjust enrichment in the US, but also for global scholarship relating to this area of private law. The Restatement First appeared in 1937, and the Restatement Second was abandoned; hence the Restatement Third is the most significant survey of the American law on this topic for over 70 years. Private law has been a comparatively neglected area of study in US law schools for several decades, and this is particularly true of the law of unjust enrichment. However, the appearance of the Restatement Third has prompted a renewal of interest in the subject among US scholars, and it is hoped that the present volume of essays will contribute to this revival, while reflecting on the lessons to be learned from the Restatement by other legal systems. Featuring the work of leading scholars from the UK, Germany, South Africa, Canada, Hong Kong and Australia, the essays undertake critical and comparative analysis of the Restatement, and offer fresh insights into the rules that it articulates
Unjust enrichment. --- Quasi contracts. --- Equitable remedies. --- Restitution.
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Solids. --- Quasiparticles (Physics) --- Solides. --- Quasi-particules.
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This book focuses on current topics in quasicrystal science and research. Various themes are addressed, such as atomic structure, growth of quasicrystals, statistical physics and thermodynamics, magnetism, phasons, propagation of waves, surfaces and technological potential of quasicrystals. Insight into basics in physics and chemistry is also given, with examples from metallurgy, the surface of alloys, plasticity, etc., in order to point out the possible genuine aspects of quasicrystals and allow a better comparison with conventional alloys.
Quasicrystals. --- Crystals. --- Crystallography --- Powders --- Solids --- Quasi-crystals --- Condensed matter --- Crystals
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This is the proceedings volume of the International Centre for Pure and Applied Mathematics Summer School course held in Ankara, Turkey, in August 2008. Contributors include Bozta?, Udaya, Dinh, Ling, L�opez-Permouth, Szabo, Honold, Landjev and Wood. The aim is to present a survey in fundamental areas and highlight some recent results.
Coding theory --- Rings (Algebra) --- Quasi-Frobenius rings --- Number theory
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