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- Edward H. Madden (1987). Did Reid's Metaphilosophy Survive Kant, Hamilton, and Mill? Metaphilosophy 18 (1):31–48.
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The two great philosophical figures at the culminating point of the Enlightenment are Thomas Reid in Scotland and Immanuel Kant in Germany. Reid was by far the most influential across Europe and the United States well into the nineteenth century. Since that time his fame and influence have been eclipsed by his German contemporary. This important book by one of today's leading philosophers of knowledge and religion will do much to reestablish the significance of Reid for philosophy today. Nicholas Wolterstorff has produced the first systematic account of Reid's epistemology. Relating Reid's philosophy to present-day epistemological discussions, the author demonstrates how they are at once remarkably timely, relevant, and provocative. There is no other book that both uncovers the deep pattern of Reid's thought and relates it to contemporary philosophical debate.
Bentham.--Coleridge.--M. de Tocqueville on democracy in America.--On liberty.--Utilitarianism.--From Considerations on representative government.--From An examination of Sir William Hamilton's philosophy, volume 1.--From Three essays on religion.--John Stuart Mill, a select bibliography (p. [525]-530).
Building on the research of Manfred Kuehn, the author argues that, whatever influence the Scottish Common Sense Philosophy of Thomas Reid may have had on the development of Immanuel Kant’s refutation of idealism, it was filtered through the thinking of Kant’s largely forgotten German contemporary, Johann Nicolaus Tetens. While the importance of Tetens for understanding Kant is examined in connection with only one idea, the aim is to demonstrate that Tetens is a figure worthy of serious historical consideration.
In the chapter “The Geometry of Visibles” in his ‘Inquiry into the Human Mind’, Thomas Reid constructs a special space, develops a special geometry for that space, and offers a natural model for this geometry. In doing so, Reid “discovers” non-Euclidean Geometry sixty years before the mathematicians. This paper examines this “discovery” and the philosophical motivations underlying it. By reviewing Reid’s ideas on visible space and confronting him with Kant and Berkeley, I hope, moreover, to resolve an alleged impasse in Reid’s philosophy concerning the contradictory characteristics of Reid’s tangible and visible space.
I suggest a possible rehabilitation of Reid's philosophy of mind by a constructive use of Kant's criticisms of the common sense tradition. Kant offers two criticisms, explicitly claiming that common sense philosophy is ill directed methodologically, and implicitly rejecting Reid's view that there is direct epistemological access by introspection to the ontology of mind. Putting the two views together reveals a tension between epistemology and ontology, but the problem which Kant finds in Reid also infects his own system, as his weaker ontological claims are undermined to such an extent by the necessary reintroduction of self-consciousness that the justification he seeks for reason fails to be reached epistemologically. Plausible solutions to these parallel tensions imply that both Reid and Kant have a pre-systematic concept of mind, and may lead to the conclusion that Reid's method is more economical in the elaboration of an ontology for the philosophy of mind.
Hume's maxim consists of two principles which are logically independent of each other: (1) whatever is conceivable is possible; and (2) whatever is inconceivable is impossible. Thomas Reid offered several arguments against the former principle, while John Stuart mill argued against the latter. The primary concern of this paper is to examine whether Reid and mill were successful in calling Hume's maxim into question.
Discussion of Edward H. Madden, Did Reid's metaphilosophy survive Kant, Hamilton, and mill?
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