“Michael Field” was the literary pseudonym of two women, Katharine Bradley (1846-1914) and her niece Edith Cooper (1862-1913). The women were poets, playwrights, diarist, and lovers who lived and wrote together during the final decades of the nineteenth century up to World War I. Their arresting poetry has recently gained them a place in the canon, and their extensive engagement with other writers puts them at the centre of fin de siècle literary culture. This Broadview Edition offers selections from all published books of poetry by Michael Field, and a substantial section of transcriptions from largely unpublished manuscript letters and diaries that gives insight into the extraordinary life and work of the authors. A critical introduction, bibliography, and selection of contemporary reviews are also included.
One of America's culinary experts offers an explicit, precise discussion of cooking skills and techniques in addition to providing a wide range of imaginative, appealing recipes for cooks at all levels
This book provides a rigorous introduction to the techniques and results of real analysis, metric spaces and multivariate differentiation, suitable for undergraduate courses. Starting from the very foundations of analysis, it offers a complete first course in real analysis, including topics rarely found in such detail in an undergraduate textbook such as the construction of non-analytic smooth functions, applications of the Euler-Maclaurin formula to estimates, and fractal geometry. Drawing on the author’s extensive teaching and research experience, the exposition is guided by carefully chosen examples and counter-examples, with the emphasis placed on the key ideas underlying the theory. Much of the content is informed by its applicability: Fourier analysis is developed to the point where it can be rigorously applied to partial differential equations or computation, and the theory of metric spaces includes applications to ordinary differential equations and fractals. Essential Real Analysis will appeal to students in pure and applied mathematics, as well as scientists looking to acquire a firm footing in mathematical analysis. Numerous exercises of varying difficulty, including some suitable for group work or class discussion, make this book suitable for self-study as well as lecture courses.
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