• Logic as universal science : Russell's early logicism and its philosophical context
  • Record Type: Electronic resources : monographic
    Title Information: Russell's early logicism and its philosophical context
    Author: KorhonenAnssi.,
    Secondary Intellectual Responsibility: Palgrave Connect (Online service)
    Place of Publication: Basingstoke
    Published: Palgrave Macmillan;
    Year of Publication: 2013
    Description: 1 online resourceill. :
    Series: History of analytic philosophy
    Subject: Logic, Symbolic and mathematical. -
    Online resource: http://www.palgraveconnect.com/doifinder/10.1057/9781137304858An electronic book accessible through the World Wide Web; click for information
    Notes: Description based on publisher supplied information; title not viewed.
    Summary: Bertrand Russell was a central figure in the rise of analytic philosophy, and there are few works in the genre whose influence is comparable to The Principles of Mathematics (1903), a book that established him as a major force in British philosophy. Logic as Universal Science takes a fresh look at the context of The Principles. This, it is argued, involves an extended argument against Kant's transcendental idealism and his conception of mathematics as a synthetic a priori science grounded in pure intuition. Philosophically, Russell's logicism substitutes pure logic for pure intuitions as the true source of mathematical knowledge. In this way, logic turns out to be a universal science and very far from Kant's general logic, which is a concise and dry science, delivering nothing but a purely formal criterion for knowledge. The picture of logic emerging from this opposition is investigated in detail for its content and consequences.
    ISBN: 9781137304858electronic bk.
    ISBN: 1137304855electronic bk.
    Content Note: Russell's Early Logicism: What was it about? Kant and Russell on the Mathematical Method Russell and Kant on the Synthetic A priori Russell's Ontological Logic Russell and the Bolzanian Conception of Logic.
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