Download Free The Measure Of Multitude Book in PDF and EPUB Free Download. You can read online The Measure Of Multitude and write the review.

By 1300, medieval men and women were beginning to measure multitude, counting, for example, numbers of boys and girls being baptized. Their mental capacity to grapple with population, to get its measure, was developing and this book describes how medieval people thought about population through both the texts which contained their thought and the medieval realities which shaped it. They found many topics, such as the history of population and variations between polygamy, monogamy and virginity, through theology. Crusade and travel literature supplied the themes of Muslim polygamy, military numbers, the colonization of the Holy Land,and the populations of Mongolia and China. Translations of Aristotle provided not only new themes but also a new vocabulary with which to think about population. In this innovative new study Peter Biller challenges the view that medieval thought was fundamentally abstract. He investigates medieval thought's capacity to deal with concrete contemporary realities, and sets academic discussions of population alongside the medieval facts of 'birth, and copulation, and death'.
This innovative study challenges the view that medieval thought was fundamentally abstract. He describes what medieval people 'thought' about population, studying the texts which contained their thought, and examining the medieval realities which shaped it, such as birth, birth-control, sex-ratio, marriage ages, length of life, and the population of the Holy Land.
Volume 1 of an authoritative two-volume set that covers the essentials of mathematics and includes every landmark innovation and every important figure. This volume features Euclid, Apollonius, others.
Volume 1 of an authoritative two-volume set that covers the essentials of mathematics and features every landmark innovation and every important figure, including Euclid, Apollonius, Archimedes, and others.
Originally published in 1921, this rigorous two-volume work traces ancient Greek mathematics from Thales of Miletus to Diophantus of Alexandria.
Although Machiavelli is usually considered a pioneer among modern political philosophers, he read deeply in and was greatly influenced by the works of classical Roman thinkers such as Livy. There is thus a fundamental tension between the modern and the ancient within Machiavelli's philosophy; he is both a precursor to the Enlightenment and a throwback to republican Rome. This is the main thesis behind Patrick Coby's innovative study of the neglected Machiavellian classic Discourses on Livy. Coby argues that scholars have been too quick to dismiss the ancient antecedents of Machiavelli's thought, particularly with regard to the modes and orders of the Roman republic. The book seeks to resolve the central paradox of the Discourses, that Machiavelli recommends adoption of Roman modes and orders even though those modes and orders destroyed the virtu, the strength, which Machiavelli would have moderns resuscitate by imitating Rome. A sophisticated, highly engaging book, Machiavelli's Romans will be of special interest to political theorists, Renaissance scholars, and classicists.
This volume contains ten papers that have been collected by the Canadian Society for History and Philosophy of Mathematics/Société canadienne d’histoire et de philosophie des mathématiques. It showcases rigorously-reviewed contemporary scholarship on an interesting variety of topics in the history and philosophy of mathematics from the seventeenth century to the modern era. The volume begins with an exposition of the life and work of Professor Bolesław Sobociński. It then moves on to cover a collection of topics about twentieth-century philosophy of mathematics, including Fred Sommers’s creation of Traditional Formal Logic and Alexander Grothendieck’s work as a starting point for discussing analogies between commutative algebra and algebraic geometry. Continuing the focus on the philosophy of mathematics, the next selections discuss the mathematization of biology and address the study of numerical cognition. The volume then moves to discussing various aspects of mathematics education, including Charles Davies’s early book on the teaching of mathematics and the use of Gaussian Lemniscates in the classroom. A collection of papers on the history of mathematics in the nineteenth century closes out the volume, presenting a discussion of Gauss’s “Allgemeine Theorie des Erdmagnetismus” and a comparison of the geometric works of Desargues and La Hire. Written by leading scholars in the field, these papers are accessible not only to mathematicians and students of the history and philosophy of mathematics, but also to anyone with a general interest in mathematics.
Since every science is in the intellect, it should be understood that something is rendered intelligible in act insofar as it is in some way abstracted from matter. And inasmuch as things are differently related to matter they pertain to different sciences. Aeterna Press