Jens Hoyrup, recognized as the leading authority in social studies of pre-modern mathematics, here provides a social study of the changing mode of mathematical thought through history. His "anthropology" of mathematics is a unique approach to its history, in which he examines its pursuit and development as conditioned by the wider social and cultural context. Hoyrup moves from comparing features of Sumero-Babylonian, Mesopotamian, Ancient Greek, and Latin Medieval mathematics, to examining the character of Islamic practitioners of mathematics. He also looks at the impact of ideologies and philosophy on mathematics from Latin High Middle ages through the late Renaissance. Finally, he examines modern and contemporary mathematics, drawing out recurring themes in mathematical knowledge.

This Source Book explores a millennium of European scientific thought accompanied by critical commentary and annotation; nearly half the selections appear for the first time in the vernacular. Representing "science" in the medieval sense, selections include alchemy, astrology, logic, and theology as well as mathematics, physics, and biology.

This volume evaluates Thomas Bradwardine's view of time as a mathematical, philosophical and theological concept within the context of ancient and medieval discussions of the problem of time. The book begins with an historiographical analysis of Bradwardine's mathematical and theological works, followed by an examination of the problem of time in classical, early medieval and thirteenth-century texts. Next, a series of chapters surveys Bradwardine's view of time as it related to proportionality, contingency, continuity and predestination. A final chapter establishes Bradwardine's place among fourteenth-century natural philosophers and theologians. As it uses a wide range of Bradwardine's writings, this book is able to show how Bradwardine's philosophical and theological views converged. This study is especially useful for historians of late medieval science, philosophy and theology.

This is the definitive study of John Dee and his intellectual career. Originally published in 1988, this interpretation is far more detailed than any that came before and is an authoritative account for anyone interested in the history, literature and scientific developments of the Renaissance, or the occult. John Dee has fascinated successive generations. Mathematician, scientist, astrologer and magus at the court of Elizabeth I, he still provokes controversy. To some he is the genius whose contributions to navigation made possible the feats of Elizabethan explorers and colonists, to others an alchemist and charlatan. Thoroughly examining Dee’s natural philosophy, this book provides a balanced evaluation of his place, and the role of the occult, in sixteenth-century intellectual history. It brings together insights from a study of Dee’s writings, the available biographical material, and his sources as reflected in his extensive library and, more importantly, numerous surviving annotated volumes from it.

In this critical edition of Nicole Oresme's 14th-century treatise on atmospheric refraction, Oresme uses optics and infinitesimals to help solve this vexing problem of astronomy, proposing that light travels along a curve through the atmosphere, centuries before Hooke and Newton.

The Sciences of Homosexuality in Early Modern Europe investigates early modern scientific accounts of same-sex desires and the shapes they assumed in everyday life. It explores the significance of those representations and interpretations from around 1450 to 1750, long before the term homosexuality was coined and accrued its current range of cultural meanings. This collection establishes that efforts to produce scientific explanations for same-sex desires and sexual behaviours are not a modern invention, but have long been characteristic of European thought. The sciences of antiquity had posited various types of same-sexual affinities rooted in singular natures. These concepts were renewed, elaborated, and reassessed from the late medieval scientific revival to the early Enlightenment. The deviance of such persons seemed outwardly inscribed upon their bodies, documented in treatises and case studies. It was attributed to diverse inborn causes such as distinctive anatomies or physiologies, and embryological, astrological, or temperamental factors. This original book freshly illuminates many of the questions that are current today about the nature of homosexual activity and reveals how the early modern period and its scientific interpretations of same-sex relationships are fundamental to understanding the conceptual development of contemporary sexuality.

Arranged alphabetically, with a brief introduction that clearly defines the scope and purpose of the book. Illustrations include maps, B/W photographs, genealogical tables, and lists of architectural terms.

Mathematical Perspectives: Essays on Mathematics and its Historical Development is a collection of 13 biographical essays on the historical advances of science. This collection is originally meant to comprise an issue of the journal Historia Mathematica in honor of Professor Kurt R. Biermann's 60th birthday. This 12-chapter text includes essays on studies and commentaries on the problem of "figures of equal perimeter by various authors in antiquity, including Zenodorus, Theon, and Pappus. Other essays explore the comparison of the areas of polygons with equal perimeter; the concept of function; history of mathematics; the development of mathematical physics in France; and the history of Logicism and Formalism. The remaining chapters deal with essays on an early version of Gauss' Disquisitiones Arithmeticae, ideal numbers, a mathematical-philosophilica theory of probability, and historical examples of problem of number sequence interpolation. This book will be of value to mathematicians, historians, and researchers.