David Bourget (Western Ontario)
David Chalmers (ANU, NYU)
Rafael De Clercq
Jack Alan Reynolds
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Immanuel Kant (1724-1804) is arguably the most influential of the Enlightenment Philosophers. In this outstanding introduction, Paul Guyer introduces and assesses all the major aspects of Kant's thought. Beginning with a helpful overview of Kant's life and times, Guyer introduces the "Copernican revolution" Kant brought about in metaphysics and epistemology, carefully introducing his arguments about the nature of experience, space and time in his most influential but difficult work, The Critique of Pure Reason. He gives a much-needed explanation of Kant's famous theory of transcendental idealism, a cornerstone of his philosophy as a whole. He then examines Kant's moral philosophy, clearly explaining Kant's celebrated "categorical imperative" and his theories of duty, freedom of the will, and rights. Finally, he covers Kant's aesthetics, in particular his arguments about the nature of beauty and the sublime and their relation to human freedom and happiness. A concluding chapter considers Kant's legacy and his influence on the shape of contemporary philosophy. Kant is an ideal starting point for anyone coming to the philosopher for the first time, as well as those studying Kant in related disciplines.
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|Call number||B2798.G89 2006|
|ISBN(s)||0415283353 9780415283359 9780415843454 9780203756201 9780415843447 9781135015633 9781135015626 9781135015619 1135015635|
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Paul Formosa (2013). Is Kant a Moral Constructivist or a Moral Realist? European Journal of Philosophy 21 (2):170-196.
Jeremy Heis (2011). Ernst Cassirer's Neo-Kantian Philosophy of Geometry. British Journal for the History of Philosophy 19 (4):759 - 794.
Aaron Bunch (2010). 'Objective Validity' and 'Objective Reality' in Kant's B-Deduction of the Categories. Kantian Review 14 (2):67-92.
Wim Dubbink & Jeffery Smith (2011). A Political Account of Corporate Moral Responsibility. Ethical Theory and Moral Practice 14 (2):223-246.
Richard Mccarty (2010). Kant's Derivation of the Formula of Universal Law. Dialogue 49 (01):113-133.
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