George Berkeley : Eighteenth-Century Responses: Volume I

ISBN-13: 9780415736398 / Angielski / Twarda / 2014 / 268 str.

David Berman

Opis

This fascinating reissue illustrates the breadth and diversity of the early reaction to Berkeley's philosophies, and will help students and academics form a clear image of both Berkeley's work and his reputation through the eyes of his contemporaries.

Spis treści

1. [Joseph Stock], An Account of the Life of George Berkeley, D. D., Late Bishop of Cloyne in Ireland. With Notes, Containing Strictures Upon His Works (London: J. Murray, 1776)  2. Essays, Reviews and Letters in Periodicals: Review of Principles in Journal des Scavans, 1711;  Review of Three Dialogues in Memoires of Literature, 1713; Notice of Principles in Mémoires de Trévoux, 1713;  Notice of Three Dialogues in Journal Litéraire, 1713;   [James Arbuckle], Satirical essay on Berkeley’s Immaterialis, ‘A Dream Representing the World to be Better’, The Tribune, Part 2;  [Benjamin Hoadley], ‘A Vindication of Lord Shaftesbury’s Writings and Character: Against the Author of a Book called Alciphron, The London Journal, 1732;  Letters on Berkeley’s philosophy in The Gentleman’s Magazine, 1751; Obituary of Berkeley in The Gentleman’s Magazine, 1753;  Letters in The London Magazine, 1757;  [Oliver Goldsmith], ‘Memoirs of the late famous Bishop of Cloyne’, Weekly Magazine: or Gentleman and Ladies Polite Companion, 1759-1760;  [Edmund Burke], ‘Concerning the perceptive faculty’, The Annual Register for 1763;  [John (Lord) Hervey], Some Remarks on the Minute Philosopher. From a Country Clergyman to his Friend in London (London, 2^nd ed., J. Roberts, 1732);  [Bernard Mandeville], A Letter to Dion, Occasion’d by his Book call’d Alciphron, or The Minute Philosopher (London, J. Roberts, 1732);  James Jurin, Geometry No Friend to Infidelity: or, a Defence of Sir Isaax Newton and the British Mathematicians, in a Letter to the Author of the ‘Analyst’ (London, T. Cooper, 1734);  Andrew (Chevalier) Ramsay, ‘Of the Properties of Finite Beings’, from The Philosophical Principles of Natural and Revealed Religion Unfolded in a Geometric Order (Glasgow, Robert Foulis, 1748)