Library Bulletin


Book Description













Stable and Unstable Homotopy


Book Description

This volume presents the proceedings of workshops on stable homotopy theory and on unstable homotopy theory held at The Fields Institute as part of the homotopy program during the year 1996. The papers in the volume describe current research in the subject, and all included works were refereed. Rather than being a summary of work to be published elsewhere, each paper is the unique source for the new material it contains. The book contains current research from international experts in the subject area, and presents open problems with directions for future research.




Peter de Rivo on Chronology and the Calendar


Book Description

Critical edition of previously unpublished works by a key philosopher of the fifteenth-century Low Countries Peter de Rivo (c.1420–1499), a renowned philosopher active at the University of Leuven, is today mostly remembered for his controversial role in the quarrel over future contingents (1465–1475). Much less known are his contributions to historical chronology, in particular his attempts to determine the dates of Christ’s birth and death. In 1471, Peter made an original contribution to this long-standing discussion with his Dyalogus de temporibus Christi, which reconciles conflicting views by rewriting the history of the Jewish and Christian calendars. Later in his career, Peter tackled the issue of calendar reform in his Reformacio kalendarii Romani (1488) and engaged in a heated debate with Paul of Middelburg on the chronology of Christ. This book edits the Dyalogus and Reformacio and sets out their context and transmission in an extensive historical introduction.




Sacred Signs in Reformation Scotland


Book Description

Sacred Signs in Reformation Scotland is the first study of how public worship was interpreted in Renaissance Scotland and offers a radically new way of understanding the Scottish Reformation. It first defines the history and method of 'liturgical interpretation' (using the methods of medieval Biblical exegesis to explain worship), then shows why it was central to medieval and early modern Western European religious culture. The rest of the book uses Scotland as a case study for a multidisciplinary investigation of the place of liturgical interpretation in this culture. Stephen Mark Holmes uses the methods of 'book history' to discover the place of liturgical interpretation in education, sermons and pastoral practice and also investigates its impact on material culture, especially church buildings and furnishings. A study of books and their owners reveals networks of clergy in Scotland committed to the liturgy and Catholic reform, especially the 'Aberdeen liturgists'. Holmes corrects current scholarship by showing that their influence lasted beyond 1560 and suggests that they created the distinctive religious culture of North-East Scotland (later a centre of Catholic recusancy, Episcopalianism and Jacobitism). The final two chapters investigate what happened to liturgical interpretation in Scottish religious culture after the Protestant Reformation of 1559-60, showing that while it declined in importance in Catholic circles, a Reformed Protestant version of liturgical interpretation was created and flourished which used exactly the same method to produce both an interpretation of the Reformed sacramental rites and an 'anti-commentary' on Catholic liturgy. The book demonstrates an important continuity across the Reformation divide arguing that the 'Scottish Reformation' is best seen as both Catholic and Protestant, with the reformers on both sides having more in common than they or subsequent historians have allowed.




Handbook of Algebraic Topology


Book Description

Algebraic topology (also known as homotopy theory) is a flourishing branch of modern mathematics. It is very much an international subject and this is reflected in the background of the 36 leading experts who have contributed to the Handbook. Written for the reader who already has a grounding in the subject, the volume consists of 27 expository surveys covering the most active areas of research. They provide the researcher with an up-to-date overview of this exciting branch of mathematics.