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The Mathematical Work of Charles Babbage
This book describes Babbage's work on the design and implementation of the difference and analytical engines.
Victorians and Numbers
A defining feature of Victorian Britain was its fascination with statistics, and this study shows how data influenced every aspect of Victorian culture and thought, from the methods of natural science and the struggle against disease, to the development of social administration, and the arguments and conflicts between social classes.
The London Gazette
None
The Arithmetic of Infinitesimals
John Wallis (1616-1703) was the most influential English mathematician prior to Newton. He published his most famous work, Arithmetica Infinitorum, in Latin in 1656. This book studied the quadrature of curves and systematised the analysis of Descartes and Cavelieri. Upon publication, this text immediately became the standard book on the subject and was frequently referred to by subsequent writers. This will be the first English translation of this text ever to be published.
Accessions List, Eastern Africa
Vols. for 19 - include a publishers' directory.
Inventing Ideas
What determines why some countries succeed and others fall behind? Economists have long debated the sources of economic growth, resulting in conflicting and often inaccurate claims about the role of the state, knowledge, patented ideas, monopolies, grand innovation prizes, and the nature of disruptive technologies. B. Zorina Khan's Inventing Ideas overturns conventional thinking and meticulously demonstrates how and why the mechanism design of institutions propels advances in the knowledge economy and ultimately shapes the fate of nations. Drawing on the experiences of over 100,000 inventors and innovations from Britain, France, and the United States during the first and second industrial re...
Creatively Undecided
Thomas Kuhn and Karl Popper are believed by many who study science to be the two key thinkers of the twentieth century. Each addressed the question of how scientific theories change, but they came to different conclusions. By turning our attention to ambiguity and indecision in science, Menachem Fisch, in Creatively Undecided, offers a new way to look at how scientific understandings change. Following Kuhn, Fisch argues that scientific practice depends on the framework in which it is conducted, but he also shows that those frameworks can be understood as the possible outcomes of the rational deliberation that Popper viewed as central to theory change. How can a scientist subject her standard...
