Gendered Pathologies examines nineteenth-century literary representations of the pathologized female body in relation to biomedical discourses about gender and society in Victorian England. According to medical and scientific views of the period, the woman who did not conform to the dictates of gender ideology was, biologically speaking, aberrant: a deviation from the norm. Yet, although marginalized in a social sense, the "deviant" woman was central as a literary and cultural trope. Analyzing novels by Charles Dickens, H. Rider Haggard, and Thomas Hardy alongside Foucault's notion of perverse sexualities and Herbert Spencer's model of the social organism, Archimedes argues that the pathologized female body displaces or resolves, on a narrative level, larger cultural anxieties about the health of the British as a species. While earlier feminist investigations asserted that bourgeois ideology helped to construct scientific discourses about female sexuality and social behavior, this study takes these assertions as a starting point . Examining incest, racial stereotyping, and neurasthenia, Gendered Pathologies attempts to shed light on the ways in which biological thinking permeated British culture in the second half of the nineteenth century.

Archimedes lived in the third century BC, and died in the siege of Syracuse. Together with Euclid and Apollonius, he was one of the three great mathematicians of the ancient world, credited with astonishing breadth of thought and brilliance of insight. His practical inventions included the water-screw for irrigation, catapults and grappling devices for military defence on land and sea, compound pulley systems for moving large masses, and a model for explaining solar eclipses. According to Plutarch however, Archimedes viewed his mechanical inventions merely as 'diversions of geometry at play'. His principal focus lay in mathematics, where his achievements in geometry, arithmetic and mechanics included work on spheres, cylinders and floating objects. This classic 1897 text celebrates Archimedes' achievements. Part 1 places Archimedes in his historical context and presents his mathematical methods and discoveries, while Part 2 contains translations of his complete known writings.

Gendered Pathologies examines nineteenth-century literary representations of the pathologized female body in relation to biomedical discourses about gender and society in Victorian England. According to medical and scientific views of the period, the woman who did not conform to the dictates of gender ideology was, biologically speaking, aberrant: a deviation from the norm. Yet, although marginalized in a social sense, the "deviant" woman was central as a literary and cultural trope. Analyzing novels by Charles Dickens, H. Rider Haggard, and Thomas Hardy alongside Foucault's notion of perverse sexualities and Herbert Spencer's model of the social organism, Archimedes argues that the pathologized female body displaces or resolves, on a narrative level, larger cultural anxieties about the health of the British as a species. While earlier feminist investigations asserted that bourgeois ideology helped to construct scientific discourses about female sexuality and social behavior, this study takes these assertions as a starting point . Examining incest, racial stereotyping, and neurasthenia, Gendered Pathologies attempts to shed light on the ways in which biological thinking permeated British culture in the second half of the nineteenth century.

Published in 1880-1, this three-volume edition of the extant works of the Greek mathematician Archimedes of Syracuse (c.287-c.212 BCE) was edited by the Danish philologist and historian Johan Ludvig Heiberg (1854-1928), whose Quaestiones Archimedeae (1879) is also reissued in this series. He later discovered a medieval palimpsest containing lost works by Archimedes, which significantly expanded the canon, but the present collection was produced long before this and therefore contains the works known at the time of publication. Heiberg consulted a Florentine codex, which he painstakingly compared with other sources to produce his edition. This third volume contains the editor's Latin prolegomena - his own extended essay on the works of Archimedes - followed by the commentaries on Archimedes by Eutocius of Ascalon (c.480-c.540) and indexes. The texts are given in the original Greek with parallel Latin translation, notes and introductory material.

This is the second volume of the first fully-fledged English translation of the works of Archimedes - antiquity's greatest scientist and one of the most important scientific figures in history. It covers On Spirals and is based on a reconsideration of the Greek text and diagrams, now made possible through new discoveries from the Archimedes Palimpsest. On Spirals is one of Archimedes' most dazzling geometrical tours de force, suggesting a manner of 'squaring the circle' and, along the way, introducing the attractive geometrical object of the spiral. The form of argument, no less than the results themselves, is striking, and Reviel Netz contributes extensive and insightful comments that focus on Archimedes' scientific style, making this volume indispensable for scholars of classics and the history of science, and of great interest for the scientists and mathematicians of today.

Interoperability of enterprises is one of the main requirements for economical and industrial collaborative networks. Enterprise interoperability (EI) is based on the three domains: architectures and platforms, ontologies and enterprise modeling. This book presents the EI vision of the Grand Sud-Ouest pole (PGSO) of the European International Virtual Laboratory for Enterprise Interoperability (INTEROP-VLab). It includes the limitations, concerns and approaches of EI, as well as a proposed framework which aims to define and delimit the concept of an EI domain. The authors present the basic concepts and principles of decisional interoperability as well as concept and techniques for interoperability measurement. The use of these previous concepts in a healthcare ecosystem and in an extended administration is also presented.

This book gathers the proceedings of the I-ESA'20 Conference, which was organised by the National Engineering School of Tarbes (ENIT), on behalf of the European Virtual Laboratory, for Enterprise Interoperability (INTEROP-VLab) and the Pole Grand Sud-Ouest (PGSO) and was held virtually in Tarbes, France, in November 2020. It presents contributions ranging from academic research and case studies to industrial and administrative experiences with interoperability. These contributions show how, in a globalised market scenario-where the ability to cooperate with other organisations efficiently is essential in order to remain economically, socially and environmentally cost-effective-the most innovative digitised and networked enterprises ensure that their systems and applications can interoperate across heterogeneous collaborative networks of independent organisations. The focus of this edition of the conference is on interoperability in the era of artificial intelligence and so particular attention is paid to Industry 4.0 and the Internet of Things. The content also addresses smart services and the business impact of enterprise interoperability on organisations. Many of the papers in this tenth volume of the I-ESA Conference proceedings include examples and illustrations to help deepen readers' understanding and generate new ideas. Offering a detailed guide to the state of the art in systems interoperability, the book will be of great value to all engineers and computer scientists working in manufacturing and other process industries, and to software engineers and electronic and manufacturing engineers working in academic settings.

Archimedes of Syracuse, revered as antiquity's great geometer, produced a vast collection of works in geometry, arithmetic, and mechanics which has proved to be a source of timeless fascination for modern mathematicians, physicists, science historians and logicians. Although credited with the invention of practical devices like the water-screw, catapults and grappling devices, compound pulley systems, and a model for explaining solar eclipses, Archimedes viewed these mechanical innovations merely as "diversions of geometry at play." In this complete works, including his renowned "Method," Archimedes addresses such topics as: the ratio of the areas of a cylinder and an inscribed sphere, the measurement of a circle, the properties of conoids, spheroids, and spirals, and the quadrature of the parabola. His ingenious work on spheres, cylinders and floating objects have gained Archimedes the recognition, along with Euclid and Apollonius, as one of the three great mathematicians of the ancient world. This volume reproduces the classic translation of Thomas Heath.

Archimedes was the greatest scientist of antiquity and one of the greatest of all time. This book is Volume I of the first authoritative translation of his works into English. It is also the first publication of a major ancient Greek mathematician to include a critical edition of the diagrams and the first translation into English of Eutocius' ancient commentary on Archimedes. Furthermore, it is the first work to offer recent evidence based on the Archimedes Palimpsest, the major source for Archimedes, lost between 1915 and 1998. A commentary on the translated text studies the cognitive practice assumed in writing and reading the work, and it is Reviel Netz's aim to recover the original function of the text as an act of communication. Particular attention is paid to the aesthetic dimension of Archimedes' writings. Taken as a whole, the commentary offers a groundbreaking approach to the study of mathematical texts.

In the garage at the back of the family home sits Primos fathers pride and joy; a red Fiat 500 Classic. Bambino. It waits amongst the dust motes for Primos father to recover, to come out of his paranoia and delusions. It waits and teases, like nothing else can least of all the demands of everyday life, for things to return to normal. And that isnt going to happen any time soon . . .

Published in 1880-1, this three-volume edition of the extant works of the Greek mathematician Archimedes of Syracuse (c.287-c.212 BCE) was edited by the Danish philologist and historian Johan Ludvig Heiberg (1854-1928), whose Quaestiones Archimedeae (1879) is also reissued in this series. He later discovered a medieval palimpsest containing lost works by Archimedes, which significantly expanded the canon, but the present collection was produced long before this and therefore contains the works known at the time of publication. Heiberg consulted a Florentine codex, which he painstakingly compared with other sources to produce his edition. This first volume contains On the Sphere and the Cylinder (in two books), On the Measurement of a Circle and On Conoids and Spheroids. The texts are given in the original Greek with parallel Latin translation, notes and introductory material.