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Thomas Reid on Mathematics and Natural Philosophy

Thomas Reid was an intellectual polymath interested in all aspects of Enlightenment thought. Paul Wood reconstructs Reid's career as a;

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Thomas Reid on Practical Ethics

recognised. This book reveals that Thomas Reid (1710-1796) -- the great contemporary of David Hume and Adam Smith -- also worked in this tradition;

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Thomas Reid on Religion

lectures on natural theology that he regularly gave have not survived. This volume - a companion to Thomas Reid: Selected Philosophical Writings;

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An Inquiry into the Human Mind, on the Principles of Common Sense

Thomas Reid (1710-96), the Scottish natural and moral philosopher, was one of the founding members of the Aberdeen Philosophical Society;

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Thomas Reid and the Problem of Secondary Qualities

With a new reading of Thomas Reid on primary and secondary qualities, Christopher A. Shrock illuminates the Common Sense theory;

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Cambridge Library Collection - Philosophy

The Scottish philosopher Thomas Reid (1710-1796) first published Essays on Active Powers of Man in 1788 while he was Professor;

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Thomas Reid

Thomas Reid (1710-1796) is the foremost exponent of the Scottish 'common sense' school of philosophy. Educated at Marischal College;

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The Philosophy of Thomas Reid

Thomas Reid was one of the greatest philosophers of the eighteenth century and a contemporary of Kanta s. This volume is part of a new wave;

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Scottish Philosophy

; Thomas Reid: Sensation and Perception; Reid and Kant; The Relativity of Knowledge: Kant and Hamilton; The Possibility of Philosophy as System;

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Scottish Philosophy

; Thomas Reid: Sensation and Perception; Reid and Kant; The Relativity of Knowledge: Kant and Hamilton; The Possibility of Philosophy as System;

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Scottish Philosophy

; Thomas Reid: Sensation and Perception; Reid and Kant; The Relativity of Knowledge: Kant and Hamilton; The Possibility of Philosophy as System;

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Thomas Reid and the Story of Epistemology

The two great philosophical figures at the culminating point of the Enlightenment are Thomas Reid in Scotland and Immanuel Kant in Germany;

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Thomas Reid and Scepticism

This book bears witness to the current reawakening of interest in Reid's philosophy. It first examines Reid's negative attack on the Way;

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Thomas Reid and Scepticism

This book bears witness to the current reawakening of interest in Reid's philosophy. It first examines Reid's negative attack on the Way;

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The Rediscovery of Common Sense Philosophy

This book is a defence of the philosophy of common sense in the spirit of Thomas Reid and G.E. Moore, drawing on the work of Aristotle;

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The Rediscovery of Common Sense Philosophy

This book is a defence of the philosophy of common sense in the spirit of Thomas Reid and G.E. Moore, drawing on the work of Aristotle;

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Thomas Reid and "the Way of Ideas"

This book is meant to serve as an introduction to the philosophy of Thomas Reid by way of a study of certain themes central to that;

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The Cambridge Companion to the Scottish Enlightenment Cambridge Companions to Philosophy

influence on Western culture. A distinguished team of contributors examines the writings of David Hume, Adam Smith, Thomas Reid, Adam Ferguson and;

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Mathematics and its Applications to Science and Natural Philosophy in the Middle Ages

distinguished historians of science contributed original essays on the application of mathematics to natural philosophy, astronomy, cosmology, optics;

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The Cambridge Companion to the Scottish Enlightenment

influence on Western culture. A distinguished team of contributors examines the writings of David Hume, Adam Smith, Thomas Reid, Adam Ferguson and;

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Sweet Reason

order, modal, and non-classical logic with natural language reasoning, analytical writing, critical thinking, set theory, and the philosophy;

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Philosophy of Mathematics and Natural Science

intertwined. In Philosophy of Mathematics and Natural Science, Weyl examines how advances in philosophy were led by scientific discoveries--the more;

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A Mathematical Prelude to the Philosophy of Mathematics

This book is based on two premises: one cannot understand philosophy of mathematics without understanding mathematics and one cannot;

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