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Aristotle's De motu animalium

works, that Aristotle sets out the general principles of animal locomotion. A philological and a philosophical introduction sketch the current;

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Foundations of the Formal Sciences VII. Bringing Together Philosophy and Sociology of Science

of science and philosophical aspects into sociology of science. Since the FotFS conference series focusses on the formal sciences, the conference;

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Blackwood's Magazine, 1817-25, Volume 6

and 1825. This title features a detailed general introduction, volume introductions and endnotes, providing the reader with an understanding;

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A Survey of Mathematics with Applications

disciplines. The text provides an appreciation of mathematics, highlighting mathematical history, and applications of math to the arts and sciences;

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Computing Research & Innovation (Crinn), Vol.1, November 2016

research papers, technical and concept papers and innovations among the academicians from Faculty of Computer and Mathematical Sciences, Universiti;

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Pali Buddhism

single volume. The work is divided into three main sections: Philological Foundations; Insiders' Understandings; and Philosophical Implications.;

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Pali Buddhism

single volume. The work is divided into three main sections: Philological Foundations; Insiders' Understandings; and Philosophical Implications.;

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Modelling of Mechanical Systems: Fluid-Structure Interaction

Written by an eminent authority in the field, Modelling of Mechanical Systems: Fluid-Structure Interaction is the third in a series of four;

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Mathematical Systems Theory

was held at the International Centre for Mechanical Sciences in Udine, Italy, and was supported by the Consiglio Nazionale delle Richerche of Italy;

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Gardens, Knowledge and the Sciences in the Early Modern Period

This volume focuses on the outstanding contributions made by botany and the mathematical sciences to the genesis and development of early;

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Philosophy Of Mathematics

the development of mathematical knowledge. Coverage ranges from general topics in mathematical explanation and the concept of number, to;

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Philosophy of Mathematics

the development of mathematical knowledge. Coverage ranges from general topics in mathematical explanation and the concept of number, to;

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Early Greek Philosophy

to the Presocratic philosophers and discuss how this philosophical school was appropriated and treated by later philosophers. Joe McCoy;

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The Philosophy of the Inductive Sciences

. Building on philosophical foundations laid by Immanuel Kant and Francis Bacon, Whewell opens with the aphorism 'Man is the Interpreter of Nature;

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Computational and Experimental Simulations in Engineering

experimental studies and solutions of problems in the physical, chemical, biological, mechanical, electrical, and mathematical sciences. As such, the;

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Computational and Experimental Simulations in Engineering

experimental studies and solutions of problems in the physical, chemical, biological, mechanical, electrical, and mathematical sciences. As such, the;

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Foundations of Logic and Linguistics

. general methodology of science 7. foundations of probability and induction 8. foundations and philosophy of the physical sciences 9. foundati;

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