Edward Silver – författare

The Book of Jeremiah is one of the longest, most complex and influential writings in the Hebrew Bible. It comprises poetic oracles, prose sermons, and narratives of the prophet, as well as laments, symbolic actions, and utterances of hope from one of the most turbulent periods in the history of ancient Judah and Israel.Written by some of the most influential contemporary biblical interpreters today, The Oxford Handbook of Jeremiah offers compelling new readings of the text informed by a rich variety of methodological approaches and theoretical frameworks. In presenting discussions of the Book of Jeremiah in terms of its historical and cultural contexts of origins, textual and literary history, major internal themes, reception history, and significance for a number of key political issues, The Handbook examines the fascinating literary tradition of the Book of Jeremiah while also surveying recent scholarship. The result is a synthetic anthology that offers a significant contribution to the field as well as an indispensable resource for scholars and non-specialists alike.

The Book of Jeremiah is one of the longest, most complex and influential writings in the Hebrew Bible. It comprises poetic oracles, prose sermons, and narratives of the prophet, as well as laments, symbolic actions, and utterances of hope from one of the most turbulent periods in the history of ancient Judah and Israel.Written by some of the most influential contemporary biblical interpreters today, The Oxford Handbook of Jeremiah offers compelling new readings of the text informed by a rich variety of methodological approaches and theoretical frameworks. In presenting discussions of the Book of Jeremiah in terms of its historical and cultural contexts of origins, textual and literary history, major internal themes, reception history, and significance for a number of key political issues, The Handbook examines the fascinating literary tradition of the Book of Jeremiah while also surveying recent scholarship. The result is a synthetic anthology that offers a significant contribution to the field as well as an indispensable resource for scholars and non-specialists alike.

The Book of Jeremiah is one of the longest, most complex and influential writings in the Hebrew Bible. It comprises poetic oracles, prose sermons, and narratives of the prophet, as well as laments, symbolic actions, and utterances of hope from one of the most turbulent periods in the history of ancient Judah and Israel.Written by some of the most influential contemporary biblical interpreters today, The Oxford Handbook of Jeremiah offers compelling new readings of the text informed by a rich variety of methodological approaches and theoretical frameworks. In presenting discussions of the Book of Jeremiah in terms of its historical and cultural contexts of origins, textual and literary history, major internal themes, reception history, and significance for a number of key political issues, The Handbook examines the fascinating literary tradition of the Book of Jeremiah while also surveying recent scholarship. The result is a synthetic anthology that offers a significant contribution to the field as well as an indispensable resource for scholars and non-specialists alike.

​Chapters in this book recognize the more than forty years of sustained and distinguished lifetime achievement in mathematics education research and development of Jeremy Kilpatrick. Including contributions from a variety of skilled mathematics educators, this text honors Jeremy Kilpatrick, reflecting on his groundbreaking papers, book chapters, and books - many of which are now standard references in the literature - on mathematical problem solving, the history of mathematics education, mathematical ability and proficiency, curriculum change and its history, global perspectives on mathematics education, and mathematics assessment. Many chapters also offer substantial contributions of their own on important themes, including mathematical problem solving, mathematics curriculum, the role of theory in mathematics education, the democratization of mathematics, and international perspectives on the professional field of mathematics education.​

​Chapters in this book recognize the more than forty years of sustained and distinguished lifetime achievement in mathematics education research and development of Jeremy Kilpatrick. Including contributions from a variety of skilled mathematics educators, this text honors Jeremy Kilpatrick, reflecting on his groundbreaking papers, book chapters, and books - many of which are now standard references in the literature - on mathematical problem solving, the history of mathematics education, mathematical ability and proficiency, curriculum change and its history, global perspectives on mathematics education, and mathematics assessment. Many chapters also offer substantial contributions of their own on important themes, including mathematical problem solving, mathematics curriculum, the role of theory in mathematics education, the democratization of mathematics, and international perspectives on the professional field of mathematics education.​

This book provides an overview ofcurrent research on a variety of topics related to both large-scale andclassroom assessment. First, the purposes, traditions and principles ofassessment are considered, with particular attention to those common to all levelsof assessment and those more connected with either classroom or large-scaleassessment. Assessment design based on sound assessment principles is discussed,differentiating between large-scale and classroom assessment, but alsoexamining how the design principles overlap. The focus then shifts to classroomassessment and provides specific examples of assessment strategies, beforeexamining the impact of large-scale assessment on curriculum, policy, instruction,and classroom assessment. The book concludes by discussing the challenges thatteachers currently face, as well as ways to support them. The book offers a common languagefor researchers in assessment, as well as a primer for those interested inunderstanding current work in the area of assessment. In summary, itprovides the opportunity to discuss large-scale and classroom assessment byaddressing the following main themes:·Purposes, Traditions and Principles of Assessment·Design of Assessment Tasks·Classroom Assessment in Action·Interactions of Large-Scale and Classroom Assessment·Enhancing Sound Assessment Knowledge and PracticesIt also suggests areas for futureresearch in assessment in mathematics education.

​Chapters in this book recognize the more than forty years of sustained and distinguished lifetime achievement in mathematics education research and development of Jeremy Kilpatrick. Including contributions from a variety of skilled mathematics educators, this text honors Jeremy Kilpatrick, reflecting on his groundbreaking papers, book chapters, and books - many of which are now standard references in the literature - on mathematical problem solving, the history of mathematics education, mathematical ability and proficiency, curriculum change and its history, global perspectives on mathematics education, and mathematics assessment. Many chapters also offer substantial contributions of their own on important themes, including mathematical problem solving, mathematics curriculum, the role of theory in mathematics education, the democratization of mathematics, and international perspectives on the professional field of mathematics education.​

This paper treats a two-echelon inventory system. The higher echelon is a single location reffered to as the depot, which places orders for supply of a single com­ modity. The lower echelon consists of several points, called the retailers, which are supplied by shipments from the depot, and at which random demands for the item occur. Stocks are reviewed and decisions are made periodically. Orders and/or shipments may each require a fixed lead time before reaching their respective desti­ nations. Section II gives a short literature review of distribution research. Section III introduces the multi-echelon distribution system together with the underlying as­ sumptions and gives a description of how this problem can be viewed as a Markovian Decision Process. Section IV discusses the concept of cost modifications in a distribution context. Section V presents the test-examples together with their optimal solutions and also gives the characteristic properties of these optimal solutions. These properties then will be used in section VI to give adapted ver­ sions of various heuristics which were used in assembly experiments previously and which will be tested against the test-examples.