Frege Explained

SKU: PR1521

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Discover the transformative ideas of Gottlob Frege in 'Frege Explained', a comprehensive guide that unravels the complexities of logic and mathematics. This insightful book delves into Frege's revolutionary perspective, which asserts that the truths of arithmetic stem from fundamental logical principles. Ideal for students of philosophy and mathematics, this trade paperback from Open Court is both accessible and enlightening. Joan Weiner skillfully navigates Frege's contributions, making his essential concepts easily digestible for readers seeking a deeper understanding of modern analytic philosophy. Whether you're contemplating the nature of numbers or the foundational principles of logic, 'Frege Explained' provides the clarity you need. This brand-new edition, published in 2005, is a valuable addition to any academic library or personal collection. Enhance your philosophical or mathematical journey today with this essential resource. Note: Shipping for this item is free. Please allow up to 6 weeks for delivery. Once your order is placed, it cannot be cancelled. ISBN: 9780812694604, Format: Trade paperback (US).

Note: Shipping for this item is free. Please allow up to 6 weeks for delivery. Once your order is placed, it cannot be cancelled.

Condition: BRAND NEW
ISBN: 9780812694604
Format: Trade paperback (US)
Year: 2005
Publisher: Open Court


Description:


What is the number one? Does 2 plus 2 always equal 4? These seemingly simple questions have perplexed philosophers for eons, but the ideas of German philosopher Gottlob Frege (1848–1925) transformed the discussion. Frege believed that the truths of arithmetic and of all mathematics are derived from self-evident logical truths. His new way of looking at logic and mathematics was influential and his convictions revolutionized logic and laid the foundation for modern analytic philosophy. Joan Weiner presents an accurate, accessible explanation of Frege's ideas, tracing the development of his thought and making the essential concepts understandable.

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