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David T. Gura's innovative catalogue describes the 288 medieval and Renaissance manuscripts held by the University of Notre Dame (Hesburgh Library and Snite Museum of Art) and Saint Mary's College. Bound manuscripts, leaves, and fragments, which span the late eleventh through the sixteenth century and include bibles, books of hours, calendars, liturgical texts, and much more, are given thorough critical treatment and scholarly description. Organized by repository, each manuscript description is based on Gura's intensive paleographical and codicological analyses, which address features such as material and support, collation, illumination, layout, script types, ownership history, book bindings, and bibliographical references. Scaled diagrams of distinct and variant ruling patterns and border arrangements are included with each catalogue entry to facilitate comparison with each other and with manuscripts outside the collection. Gura's flexible schematic for analytical manuscript description presents the important aspects of particular genres of the manuscripts, distinguishes their uncommon features, and interprets them.
Contains articles by many of the participants at the conference on modular representation theory of finite groups, which took place under the auspices of the Mathematical Research Institute of the Ohio State University with additional support from the National Science Foundation. The book is addressed to specialists and students in the field of group representation theory, including both the general theory and the special theories related to the representations of the symmetric groups and the finite groups of Lie type. Latest reports are given on important conjectures including the Lusztig conjecture, the Alperin-McKay-Dade conjectures and the k(GV) problem. Important new research avenues are illuminated, including the theory of infinite-dimensional modules for finite groups and the theory of Rickard equivalences of module categories.
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