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Asymmetry in Grammar
Asymmetry in Grammar: Syntax and Semantics brings to fore the centrality of asymmetry in DP, VP and CP. A finer grained articulation of the DP is proposed, and further functional projections for restrictive relatives, as well as a refined analyses of case identification and presumptive pronouns. The papers on VP discuss further asymmetries among arguments, and between arguments and adjuncts. Double-object constructions, specificational copula sentences, secondary predicates, and the scope properties of adjuncts are discussed in this perspective. The papers on CP propose a further articulation of the phrasal projection, justifications for Remnant IP movement, and an analysis of variation in c...
Mathematics and Art
Recent progress in research, teaching and communication has arisen from the use of new tools in visualization. To be fruitful, visualization needs precision and beauty. This book is a source of mathematical illustrations by mathematicians as well as artists. It offers examples in many basic mathematical fields including polyhedra theory, group theory, solving polynomial equations, dynamical systems and differential topology. For a long time, arts, architecture, music and painting have been the source of new developments in mathematics. And vice versa, artists have often found new techniques, themes and inspiration within mathematics. Here, while mathematicians provide mathematical tools for the analysis of musical creations, the contributions from sculptors emphasize the role of mathematics in their work.
Raising Public Awareness of Mathematics
This collective book aims to encourage and inspire actions directed towards raising public awareness of the importance of mathematical sciences for our contemporary society in a cultural and historical perspective. Mathematical societies, in Europe and around the world, can find ideas, blueprints and suggestions for activities – including concerted actions with other international organizations – directed towards raising public awareness of science, technology and other fields where mathematics plays a strong role. The material is divided into four parts: • National experiences • Exhibitions / mathematical museums • Popularization activities • Popularization: why and how?
The Stolen Bones of St. John of Matha
On the night of March 18, 1655, two Spanish friars broke into a church to steal the bones of the founder of their religious institution, the Order of the Most Holy Trinity. This book investigates this little-known incident of relic theft and the lengthy legal case that followed, together with the larger questions that surround the remains of saints in seventeenth-century Catholic Europe. Drawing on a wealth of manuscript and print sources from the era, A. Katie Harris uses the case of St. John of Matha’s stolen remains to explore the roles played by saints’ relics, the anxieties invested in them, their cultural meanings, and the changing modes of thought with which early modern Catholics...
Control as Movement
The Movement Theory of Control (MTC) makes one major claim: that control relations in sentences like 'John wants to leave' are grammatically mediated by movement. This goes against the traditional view that such sentences involve not movement, but binding, and analogizes control to raising, albeit with one important distinction: whereas the target of movement in control structures is a theta position, in raising it is a non-theta position; however the grammatical procedures underlying the two constructions are the same. This book presents the main arguments for MTC and shows it to have many theoretical advantages, the biggest being that it reduces the kinds of grammatical operations that the grammar allows, an important advantage in a minimalist setting. It also addresses the main arguments against MTC, using examples from control shift, adjunct control, and the control structure of 'promise', showing MTC to be conceptually, theoretically, and empirically superior to other approaches.
