In thinking about Justice, we ignore Love to our peril. Loving Justice, Living Shakespeare asks why love is considered a 'soft' subject, fit for the arts and religion perhaps, but unfit for boardrooms, parliamentary and congressional debates, law schools and courtrooms, all of whom are engaged in the 'serious' discourse of justice, including questions of distribution, questions of contract, and questions of retribution. Love is separate, out of order in the decidedly rational public sphere of justice. But for all of this separation of love and justice, it turns out that in the biblical tradition, no such distinction is even imaginable.
This book synthesizes and integrates 40 years of research on the semantics of questions, and its interface with pragmatics and syntax, conducted within the formal semantics tradition. A wide range of topics are covered, including weak-strong exhaustiveness, maximality, functional answers, single-multiple-trapped list answers, embedding predicates, quantificational variability, concealed questions, weak islands, polar and alternative questions, negative polarity, and non-canonical questions. The literature on this rich set of topics, theoretically diverse and scattered across multiple venues, is often hard to assimilate.
This book derives empirical evidence for the didactic value of translating texts in context through an experiment involving final-year undergraduate students who study translation as a basic component of their curriculum. A number of theoretical frameworks are invoked here, most notably those of the discourse model elaborated by Hatim and Mason (1990) (1997) and House's text analysis model (1997). Furthermore, the study conducted draws on Hatim's multi-stage curriculum translation design (2000), consisting of various stages representing an increasing degree of evaluativeness and difficulty.
Mathematics and Multi-Ethnic Students provides detailed profiles of teachers across the nation who have implemented effective mathematics instruction for diverse student populations. In this revised edition, Yvelyne Germain-McCarthy expands upon the popular case studies and adds two new chapters to highlight the latest educational research and practices that are reflected in the case studies. A third new chapter introduces the concept of the Life-Long Learning Laboratory where courageous questions on issues such as the impact of race on student learning are discussed.
Now in its third edition, this bestselling resource provides tools to help experienced and novice teachers effectively and efficiently differentiate mathematics instruction in grades K-8. Math education expert Marian Small shows teachers how to get started and become expert at using two powerful and universal strategies: Open Questions and Parallel Tasks. This volume includes key changes that will make it easier for teachers to use in all quality state standards environments, including direct links to Common Core content standards and standards for mathematical practice.
