Teaching and Learning in Nineteenth-century Cambridge


Book Description

It was in the 19th and early 20th centuries that Cambridge, characterised in the previous century as a place of indolence and complacency, underwent the changes which produced the institutional structures which persist today. Foremost among them was the rise of mathematics as the dominant subject within the university, with the introduction of the Classical Tripos in 1824, and Moral and Natural Sciences Triposes in 1851. Responding to this, Trinity was notable in preparing its students for honours examinations, which came to seem rather like athletics competitions, by working them hard at college examinations. The admission of women and dissenters in the 1860s and 1870s was a major change ushered in by the Royal Commission of 1850, which finally brought the colleges out of the middle ages and strengthened the position of the university, at the same time laying the foundations of the new system of lectures and supervisions. Contributors: JUNE BARROW-GREEN, MARY BEARD, JOHN R. GIBBINS, PAULA GOULD, ELISABETH LEEDHAM-GREEN, DAVID McKITTERICK, JONATHAN SMITH, GILLIAN SUTHERLAND, CHRISTOPHER STRAY, ANDREW WARWICK, JOHN WILKES.










Masters of Theory


Book Description

Winner of the the Susan Elizabeth Abrams Prize in History of Science. When Isaac Newton published the Principia three centuries ago, only a few scholars were capable of understanding his conceptually demanding work. Yet this esoteric knowledge quickly became accessible in the nineteenth and early twentieth centuries when Britain produced many leading mathematical physicists. In this book, Andrew Warwick shows how the education of these "masters of theory" led them to transform our understanding of everything from the flight of a boomerang to the structure of the universe. Warwick focuses on Cambridge University, where many of the best physicists trained. He begins by tracing the dramatic changes in undergraduate education there since the eighteenth century, especially the gradual emergence of the private tutor as the most important teacher of mathematics. Next he explores the material culture of mathematics instruction, showing how the humble pen and paper so crucial to this study transformed everything from classroom teaching to final examinations. Balancing their intense intellectual work with strenuous physical exercise, the students themselves—known as the "Wranglers"—helped foster the competitive spirit that drove them in the classroom and informed the Victorian ideal of a manly student. Finally, by investigating several historical "cases," such as the reception of Albert Einstein's special and general theories of relativity, Warwick shows how the production, transmission, and reception of new knowledge was profoundly shaped by the skills taught to Cambridge undergraduates. Drawing on a wealth of new archival evidence and illustrations, Masters of Theory examines the origins of a cultural tradition within which the complex world of theoretical physics was made commonplace.







British Museum


Book Description







Mr Hopkins' Men


Book Description

A few years ago, in the Wren Library of Trinity College, Cambridge, I came across a remarkable but then little-known album of pencil and watercolour portraits. The artist of most (perhaps all) was Thomas Charles Wageman. Created during 1829–1852, these portraits are of pupils of the famous mat- matical tutor William Hopkins. Though I knew much about several of the subjects, the names of others were then unknown to me. I was prompted to discover more about them all, and gradually this interest evolved into the present book. The project has expanded naturally to describe the Cambridge educational milieu of the time, the work of William Hopkins, and the later achievements of his pupils and their contemporaries. As I have taught applied mathematics in a British university for forty years, during a time of rapid change, the struggles to implement and to resist reform in mid-nineteenth-century Cambridge struck a chord of recognition. So, too, did debates about academic standards of honours degrees. And my own experiences, as a graduate of a Scottish university who proceeded to C- bridge for postgraduate work, gave me a particular interest in those Scots and Irish students who did much the same more than a hundred years earlier. As a mathematician, I sometimes felt frustrated at having to suppress virtually all of the ? ne mathematics associated with this period: but to have included such technical material would have made this a very different book.




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