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Provides information on numbers and what makes particular ones noteworthy
Ancient cultures have left written evidence of a variety of scientific texts. But how can/should they be translated? Is it possible to use modern concepts (and terminology) in their translation and which consequences result from this practice? Scholars of various disciplines discuss the practice of translating ancient scientific texts and present examples of these texts and their translations.
Avicenna is the most influential figure in the intellectual history of the Islamic world. This book is the first comprehensive study of his theory of science, which profoundly shaped his philosophical method and indirectly influenced philosophers and theologians not only in the Islamic world but also throughout Christian Europe and the medieval Jewish tradition. A sophisticated interpreter of Aristotle’s Posterior Analytics, Avicenna took on the ambitious task of reorganizing Aristotelian philosophy of science into an applicable model of scientific reasoning, striving to identify conditions of certainty for scientific assertions and conditions of adequacy for real definitions. Riccardo Strobino combines philosophical and textual analysis to explore the scope and nature of Avicenna’s contributions to the logic of scientific reasoning in his effort to recalibrate Aristotle’s model and overcome some of its internal limitations. Focusing on a broad array of philosophical innovations at the intersection of logic, metaphysics, and epistemology, this book casts light on an essential aspect of the thought of the preeminent philosopher and physician of the Islamic world.
The Meanings We Choose is an engagement with responsible bible reading-Hebrew Bible/Old Testament and New Testament texts-for the past as well as for the present and future. Its stated perspectives are multi-denominational Christian but the implications of such readings go far beyond a specific confessional framework. In the present political climate the aware, responsible "personal" is meaningful for any community, confessedly religious as well as otherwise. While the articles collected in this volume, broadly speaking, can and perhaps should be compartmentalized as ideological criticism, their significance for reading ideologies "different" from their own is more than considerable.
First published in 1545, this cornerstone in the history of mathematics contains the first revelation of the principles for solving cubic and biquadratic equations. T. Richard Witmer's excellent translation from the Latin, adapted to modern mathematical syntax, will appeal to both mathematicians and historians. Foreword by Oystein Ore.