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First published in 1953, this book supplies a detailed bibliography of Dr William Harvey.
A sealed vault discovered in the ruins of ancient Babylon reveals the knowledge of Eridu, “the First City of Mankind.” But what are the records doing in Babylon? Then, two archaeologists discover a terrible secret there. Before they can communicate their findings to anyone, they pay the ultimate price for this discovery with their lives. First, graduate student Harvey Keynes dies, stabbed to death, and then Professor Gregory Pitt is brutally murdered soon after. DARPA sends agents Kyle Fortnum and Jenna Blakely of the Department of Defense to investigate. However, this is not by choice. Someone, or “something” is blackmailing the agency and Vera Bennington, Kyle and Jenna’s boss, h...
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Illustrated lining papers.
In the 17th century the English physician, William Harvey described for the first time the details of the human circulatory system. Harvey discovered that the heart was a muscle and that by contracting, pushed blood through the body. He worked out the whole pattern of the heartbeat. William Harvey's genius changed how people understood the workings of the human body. This marked on the greatest advances in the study of medicine.
In 1628, the English physician William Harvey published his revolutionary theory of blood circulation. Offering a radical conception of the workings of the human body and the function of the heart, Harvey's theory overthrew centuries of anatomical and physiological orthodoxy and had profound consequences for the history of science. It also had an enormous impact on culture more generally, influencing economists, poets and political thinkers, for whom the theory triumphed not as empirical fact but as a remarkable philosophical idea. In the first major biographical study of Harvey in 50 years, Thomas Wright charts the meteoric rise of a yeoman's son to the elevated position of King Charles I's...
The Reader's Guide to the History of Science looks at the literature of science in some 550 entries on individuals (Einstein), institutions and disciplines (Mathematics), general themes (Romantic Science) and central concepts (Paradigm and Fact). The history of science is construed widely to include the history of medicine and technology as is reflected in the range of disciplines from which the international team of 200 contributors are drawn.
In 1996, the National Science Foundation (NSF) released a report about ways to improve undergraduate science, mathematics, engineering, and technology (SME&T) education. One recommendation called for establishing a digital library, similar to those that are being constructed for many research communities, that would make available electronically a wide variety of materials for improving teaching and learning of SME&T. The NSF asked the National Research Council to examine the feasibility of and issues associated with establishing such a digital national library. In response, an NRC steering committee commissioned a series of papers and convened a workshop to consider these issues. This resulting book delineates the issues that should be considered and provides recommendations to resolve them prior to committing funds.
This is a text that contains the latest in thinking and the best in practice. It provides a state-of-the-art statement on tertiary teaching from a multi-perspective standpoint. No previous book has attempted to take such a wide view of the topic. The book will be of special interest to academic mathematicians, mathematics educators, and educational researchers. It arose from the ICMI Study into the teaching and learning of mathematics at university level (initiated at the conference in Singapore, 1998).
Mathematics Classrooms That Promote Understanding synthesizes the implications of research done by the National Center for Research in Mathematical Sciences on integrating two somewhat diverse bodies of scholarly inquiry: the study of teaching and the study of learning mathematics. This research was organized around content domains and/or continuing issues of education, such as equity and assessment of learning, and was guided by two common goals--defining the mathematics content of the K-12 curriculum in light of the changing mathematical needs of citizens for the 21st century, and identifying common components of classrooms that enable students to learn the redefined mathematics with under...