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A Spiritual Home explores congregational life inside British and American Reformed churches between 1830 and 1915. At a time when scholars have become interested in the day-to-day experience of local congregations, this book reaches back into the nineteenth century, a critically formative period in Anglo-American religious life, to examine the historical roots of congregational life.Taking the perspective of the laity, Cashdollar ranges widely from worship and music to fund-raising and administration, from pastoral care to social work, from prayer meetings to strawberry festivals, from the sanctuary to the kitchen. Firmly rooted in broader currents of gender, class, notions of middle-class respectability, increasing expectations for personal privacy, and patterns of professionalization, he finds that there was a gradual shift in emphasis during these years from piety to fellowship. Based on records, publications, and memorabilia from about 150 congregations representing eight denominations, A Spiritual Home gives us a comprehensive, composite portrait of religious life in Victorian Britain and America.
In this book Professor Lusztig solves an interesting problem by entirely new methods: specifically, the use of cohomology of buildings and related complexes. The book gives an explicit construction of one distinguished member, D(V), of the discrete series of GLn (Fq), where V is the n-dimensional F-vector space on which GLn(Fq) acts. This is a p-adic representation; more precisely D(V) is a free module of rank (q--1) (q2—1)...(qn-1—1) over the ring of Witt vectors WF of F. In Chapter 1 the author studies the homology of partially ordered sets, and proves some vanishing theorems for the homology of some partially ordered sets associated to geometric structures. Chapter 2 is a study of the representation △ of the affine group over a finite field. In Chapter 3 D(V) is defined, and its restriction to parabolic subgroups is determined. In Chapter 4 the author computes the character of D(V), and shows how to obtain other members of the discrete series by applying Galois automorphisms to D(V). Applications are in Chapter 5. As one of the main applications of his study the author gives a precise analysis of a Brauer lifting of the standard representation of GLn(Fq).