- A brief account of the history of logic, from the The Oxford Companion to Philosophy (edited by Ted Honderich), OUP 1997, 497-500.
- A biography of Peter Abelard, published in the Dictionary of Literary Biography Vol. 115, edited by Jeremiah Hackett, Detroit: Gale Publishing, 3-15.
- Philosophy in the Latin Christian West, 750-1050, in A Companion to Philosophy in the Middle Ages, edited by Jorge Gracia and Tim Noone, Blackwell 2003, 32-35.
- Ockham wielding his razor!
- Review of The Beatles Anthology, Chronicle Books 2000 (367pp).
- A brief discussion note about Susan James, Passion and Action: The Emotions in Seventeenth-Century Philosophy.
- Review of St. Thomas Aquinas by Ralph McInerny, University of Notre Dame Press 1982 (172pp). From International Philosophical Quarterly23 (1983), 227-229.
- Review of William Heytesbury on Maxima and Minima by John Longeway, D.Reidel 1984 (x+201pp). From The Philosophical Review 96 (1987), 146-149.
- Review of That Most Subtle Question by D. P. Henry, Manchester University Press 1984 (xviii+337pp). From The Philosophical Review 96 (1987), 149-152.
- Review of Introduction to the Problem of Individuation in the Early Middle Ages by Jorge Gracia, Catholic University of America Press 1984 (303pp). From The Philosophical Review 97 (1988), 564-567.
- Review of Introduction to Medieval Logic by Alexander Broadie, OUP 1987 (vi+150pp). From The Philosophical Review 99 (1990), 299-302.
Tuesday, December 1, 2009
"Our knowledge of external World" by Bertrand Russell,1914
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The method of logical analysis makes the resolution of philosophical problems possible by defining the limits of scientific philosophy so as to exclude speculative metaphysics.
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We can account for our knowledge of the external world by realizing,through logical analysis,that the world as we know it is a construction from the data given in sense experience ; an individual's "private world" is the class of all data within his perspective,and a perceived object is the class of all aspects to be found in all the perspectives which include the object.
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The conception of permanent things can be constructed by reference to appearances if points are defined by reference to enclosure series of spaces,and if time is defined by reference to classes of events simultaneous with each other.
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Zeno's paradoxes of motion can be resolved by use of the mathematical theory of continuity.
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