Thomas G. Weinandy, OFM, Cap., and Daniel A. Keating introduce readers to one the key thinkers of the fourth century and the chief architect of Christian doctrine: Athanasius. The authors carefully illuminate Athanasius‘s crucial text Against the Arians, unfolding the Trinitarian and incarnation framework of Athanasius‘s paramount concern (soteriology), and providing, in the second part, a robust map of the reception and influence of Athanasius‘s thought-from its immediate impact on the late fourth and fifth centuries (in the Cappadocians and Cyril) to its significance in the Eastern and Western traditions and its reception in contemporary thought.
This volume deals with the trinitarian debate in early eighteenth-century England. Samuel Clarke's trinitarian thought represents a reappraisal of that doctrine in the light of early modern philosophy and close Patristic study. This work utilizes current studies on the fourth-century debate, recent evaluations of Latitudinarianism, and previously unpublished theological manuscripts of Sir Isaac Newton's, to shed light on Clarke's treatment of this central Christian doctrine. The conclusion calls for a reclassification of Clarke's thought by historians of doctrine. The volume is organized in three parts. The first examines Clarke's intellectual milieu, the second treats his use of sources, and the third evaluates his role in the Trinitarian controversy. Students of Latitudinarianism, the doctrine of the Trinity and Isaac Newton's thought will all profit from this discussion. In addition, those interested in the relationship between science and religion will benefit.
Published in 1998, Ladies in the Laboratory provided a systematic survey and comparison of the work of 19th-century American and British women in scientific research. A companion volume, published in 2004, focused on women scientists from Western Europe. In this third volume, author Mary R.S. Creese expands her scope to include the contributions of 19th- and early 20th-century women of South Africa, Australia, New Zealand, and Canada. The women whose lives and work are discussed here range from natural history collectors and scientific illustrators of the early and mid years of the 19th century to the first generation of graduates of the new colonial colleges and universities. Rarely acknowledged in publications of the British and European specialists, the contributions of these women nonetheless formed a significant part of the natural history information about extensive, previously unknown regions and their products. Rather than a biographical dictionary or a collection of self-contained essays on individuals from many time periods, Ladies in the Laboratory III is a connected narrative tied into the wider framework of 19th-century science and education. A well-organized blend of individual life stories and quantitative information, this volume is for everyone interested in the story of women's participation in 19th century science. The stories of these women make for fascinating reading and serve as a valuable source for the student of women's and colonial history.
What is time? This is one of the most fundamental questions we can ask. Traditionally, the answer was that time is a product of the human mind, or of the motion of celestial bodies. In the mid-seventeenth century, a new kind of answer emerged: time or eternal duration is 'absolute', in the sense that it is independent of human minds and material bodies. Emily Thomas explores the development of absolute time or eternal duration during one of Britain's richest and most creative metaphysical periods, from the 1640s to the 1730s. She introduces an interconnected set of main characters - Henry More, Walter Charleton, Isaac Barrow, Isaac Newton, John Locke, Samuel Clarke, and John Jackson - alongside a large and varied supporting cast, whose metaphysical views are all read in their historical context and given a place in the seventeenth- and eighteenth-century development of thought about time.
What exactly is analysis? What are infinitely small or infinitely large quantities? What are indivisibles and infinitesimals? What are real numbers, continuity, the continuum, differentials, and integrals? You’ll find the answers to these and other questions in this unique book! It explains in detail the origins and evolution of this important branch of mathematics, which Euler dubbed the “analysis of the infinite.” A wealth of diagrams, tables, color images and figures serve to illustrate the fascinating history of analysis from Antiquity to the present. Further, the content is presented in connection with the historical and cultural events of the respective epochs, the lives of the scholars seeking knowledge, and insights into the subfields of analysis they created and shaped, as well as the applications in virtually every aspect of modern life that were made possible by analysis.
Best known as a moralist and one of the founders of the Scottish Common Sense school of philosophy, Thomas Reid was also an influential scientific thinker. Here, his work on the life sciences is studied in detail, bringing together unpublished transcripts of his most important papers on natural history, physiology and materialist metaphysics. The volume falls into two main parts, the first of which contains a detailed introduction. This provided the first published account of Reid's reflections on the highly contraversial theories surrounding muscular motion and the reproduction of plants and animals, and relates them to the broader Enlightenment debates on these issues. It also contains the first systematic reconstruction of Reid's opposition to materialism, and views his polemics against the noted Dissenter Joseph Priestley in terms of their differing interpretations of the Newtonian legacy, their conflicting philosophical assumptions, and the cultural politics of Common Sense philosophy in the 1770s. The second part reproduces a selection of Reid's most significant papers on the life sciences, including his Glasgow Literary Society discourses on muscular motion and on Priestley's materialism, as well as other manuscripts which document the development of his scientific ideas.
Reprint of the original, first published in 1871. The publishing house Anatiposi publishes historical books as reprints. Due to their age, these books may have missing pages or inferior quality. Our aim is to preserve these books and make them available to the public so that they do not get lost.
Thinking Geometrically: A Survey of Geometries is a well written and comprehensive survey of college geometry that would serve a wide variety of courses for both mathematics majors and mathematics education majors. Great care and attention is spent on developing visual insights and geometric intuition while stressing the logical structure, historical development, and deep interconnectedness of the ideas. Students with less mathematical preparation than upper-division mathematics majors can successfully study the topics needed for the preparation of high school teachers. There is a multitude of exercises and projects in those chapters developing all aspects of geometric thinking for these students as well as for more advanced students. These chapters include Euclidean Geometry, Axiomatic Systems and Models, Analytic Geometry, Transformational Geometry, and Symmetry. Topics in the other chapters, including Non-Euclidean Geometry, Projective Geometry, Finite Geometry, Differential Geometry, and Discrete Geometry, provide a broader view of geometry. The different chapters are as independent as possible, while the text still manages to highlight the many connections between topics. The text is self-contained, including appendices with the material in Euclid’s first book and a high school axiomatic system as well as Hilbert’s axioms. Appendices give brief summaries of the parts of linear algebra and multivariable calculus needed for certain chapters. While some chapters use the language of groups, no prior experience with abstract algebra is presumed. The text will support an approach emphasizing dynamical geometry software without being tied to any particular software.
Lavishly illustrated, this book thoughtfully presents and discusses architectural images which both derive from and inspire the act of building. Beautiful illustrations fill the pages, paying tribute to the process of image-making as an exercise of the imagination. Also covered are techniques for composing architectural images, including how to employ the best media and graphic devices, and more. 157 b&w illus., 50 color illus.
The sweeping story of the world’s first financial crisis: “an astounding episode from the early days of financial markets that to this day continues to intrigue and perplex historians . . . narrative history at its best, lively and fresh with new insights” (Liaquat Ahamed, Pulitzer Prize–winning author of Lords of Finance) A Financial Times Economics Book of the Year ● Longlisted for the Financial Times/McKinsey Business Book of the Year Award In the heart of the Scientific Revolution, when new theories promised to explain the affairs of the universe, Britain was broke, facing a mountain of debt accumulated in war after war it could not afford. But that same Scientific Revolution—the kind of thinking that helped Isaac Newton solve the mysteries of the cosmos—would soon lead clever, if not always scrupulous, men to try to figure a way out of Britain’s financial troubles. Enter the upstart leaders of the South Sea Company. In 1719, they laid out a grand plan to swap citizens’ shares of the nation’s debt for company stock, removing the burden from the state and making South Sea’s directors a fortune in the process. Everybody would win. The king’s ministers took the bait—and everybody did win. Far too much, far too fast. The following crash came suddenly in a rush of scandal, jail, suicide, and ruin. But thanks to Britain’s leader, Robert Walpole, the kingdom found its way through to emerge with the first truly modern, reliable, and stable financial exchange. Thomas Levenson’s Money for Nothing tells the unbelievable story of the South Sea Bubble with all the exuberance, folly, and the catastrophe of an event whose impact can still be felt today.
Biographies of scientists carry an increasingly prominent role in today's publishing climate. Traditional historical and sociological accounts of science are complemented by narratives that emphasize the importance of the scientific subject in the production of science. Not least is the realization that the role of science in culture is much more accessible when presented through the lives of its practitioners. Taken as a genre, such biographies play an important role in the public understanding of science. In recent years there has been an increasing number of monographs and collections about biography in general and literary biography in particular. However, biographies of scientists, engineers and medical doctors have rarely been the topic of scholarly inquiry. As such this volume of essays will be welcomed by those interested in the genre of science biography, and who wish to re-examine its history, foundational problems and theoretical implications. Borrowing approaches and methods from cultural studies and the history, philosophy and sociology of science, the contributions cover a broad range of subjects, periods and locations. By presenting such a rich diversity of essays, the volume is able to chart the reoccurring conceptual problems and devices that have influenced scientific biographies from classical antiquity to the present day. In so doing it provides a compelling overview of the history of the genre, suggesting that the different valuations given scientific biography over time have been largely fuelled by vested professional interests.
This monograph is centered on mathematical modeling, innovative numerical algorithms and adaptive concepts to deal with fracture phenomena in multiphysics. State-of-the-art phase-field fracture models are complemented with prototype explanations and rigorous numerical analysis. These developments are embedded into a carefully designed balance between scientific computing aspects and numerical modeling of nonstationary coupled variational inequality systems. Therein, a focus is on nonlinear solvers, goal-oriented error estimation, predictor-corrector adaptivity, and interface conditions. Engineering applications show the potential for tackling practical problems within the fields of solid mechanics, porous media, and fluidstructure interaction.
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