Leibniz's Principle Of Identity Of Indiscernibles

Description: Please refer to the section BELOW (and NOT ABOVE) this line for the product details - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - Title:Leibniz's Principle Of Identity Of IndiscerniblesISBN13:9780198712664ISBN10:0198712669Author:Rodriguez-Pereyra, Gonzalo (Author)Description:Gonzalo Rodriguez-Pereyra Presents An Original Study Of The Place And Role Of The Identity Of Indiscernibles In Leibniz's Philosophy The Principle Of The Identity Of Indiscernibles Rules Out Numerically Distinct But Perfectly Similar Things; Leibniz Derived It From More Basic Principles And Used It To Establish Important Philosophical Theses Rodriguez-Pereyra Aims To Establish What Leibniz Meant By The Principle Of Identity Of Indiscernibles, What His Arguments For And From It Were, And To Assess Those Arguments And Leibniz's Claims About The Principle Of Identity Of Indiscernibles He Argues That Leibniz Had A Very Strong Version Of The Principle, According To Which No Possibilia (Whether Or Not They Belong To The Same Possible World) Are Intrinsically Perfectly Similar, Where This Excludes Things That Differ In Magnitude Alone The Book Discusses Leibniz's Arguments For The Identity Of Indiscernibles In The Meditation On The Principle Of The Individual, The Discourse On Metaphysics, Notationes Generales, Primary Truths, The Letter To Casati Of 1689, The Correspondence With Clarke, As Well As The Use Of The Identity Of Indiscernibles In Leibniz's Arguments Against The Cartesian Conception Of The Material World, Atoms, Absolute Space And Time, The Lockean Conception Of The Mind As A Tabula Rasa, And Freedom Of Indifference Rodriguez-Pereyra Argues That The Identity Of Indiscernibles Was A Central But Inessential Principle Of Leibniz's Philosophy Binding:Hardcover, HardcoverPublisher:Oxford University Press, USAPublication Date:2014-10-14Weight:1.1 lbsDimensions:0.9'' H x 9.3'' L x 6.4'' WNumber of Pages:215Language:English

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End Time: 2025-02-03T16:22:55.000Z

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