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Hegel on Being

Autor Stephen Houlgate
en Limba Engleză Quantity pack – 20 oct 2021
Hegel on Beingprovides an authoritative treatment of Hegel's entire logic of being. Stephen Houlgate presents theScience of Logicas an important and neglected text within Hegel's oeuvre that should hold a more significant place in the history of philosophy. In theScience of Logic, Hegel set forth a distinctive conception of the most fundamental forms of being through ideas on quality, quantity and measure. Exploring the full trajectory of Hegel's logic of being from quality to quantity, this two-volume work by preeminent Hegel scholar, Houlgate situates Hegel's text in relation to the work of Plato, Aristotle, Descartes, Spinoza, Kant, and Frege.Volume I: Quality and the Birth of Quantity in Hegel's 'Science of Logic'covers all material on the purpose and method of Hegel's dialectical logic and charts the crucial transition from ideas of quality to quantity, as well as providing an original account of Hegel's critique of Kant's antinomies across several chapters.Volume II: Quantity and Measure in Hegel's 'Science of Logic'continues the discussion of Hegel's logic of being and considers all aspects of quantity in his logic, including his basic categories of being, writings on calculus, philosophy of mathematics, as well as a comparative study of Hegel and Frege's approach to logic.Lucidly written, with characteristic philosophical depth and analysis, Houlgate'sHegel on Beingexplicates one of Hegel's most complex works, providing a vital reference for a generation of Hegel scholars and a major contribution to the literature on 19th century German philosophy.
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Specificații

ISBN-13: 9781350190689
ISBN-10: 1350190683
Dimensiuni: 176 x 252 x 60 mm
Greutate: 1.9 kg
Editura: Bloomsbury Publishing
Colecția Bloomsbury Academic
Locul publicării:London, United Kingdom

Caracteristici

Charts the impact of Hegel's logic through comparative studies with major philosophers, including a critique of Kant's antinomies, and Frege's logic

Notă biografică

Stephen Houlgateis Professor of Philosophy at the University of Warwick, UK. He has been teaching Hegel's Logic for over 30 years and is the author of several works on Hegel includingAn Introduction to Hegel's Philosophy: Freedom, Truth and History, 2nd Ed. (2005) andThe Opening of Hegel's Logic(2006). He has served as the President of the Hegel Society of Great Britain since 2011.

Cuprins

Volume I: Quality and the Birth of Quantity in Hegel's 'Science of Logic'PrefaceNote on the TextsNote on References and AbbreviationsList of AbbreviationsPart 1 The Purpose and Method of Hegel's LogicChapter 1. Categories, Language and MetaphysicsChapter 2. Hegel's Critique of KantChapter 3. Logic without Presuppositions: the BeginningChapter 4. The Method of Speculative Logic Thought's passivityChapter 5. Logic and MetaphysicsPart 2 QualityChapter 6. Being, Nothing, BecomingChapter 7. Determinate Being (Dasein)Chapter 8. Something and OtherChapter 9. Being-in-itself and Being-for-otherChapter 10. Limit and FinitudeChapter 11. The Finite and the InfiniteChapter 12. Being-for-self, and the One and the ManyPart 3 QuantityChapter 13. From Quality to QuantityChapter 14. Quantity and DivisibilityChapter 15. Excursus: Hegel, Kant and the AntinomiesChapter 16. Excursus: Hegel and Kant's Second AntinomyNotesBibliographyIndexVolume II: Quantity and Measure in Hegel's 'Science of Logic'Preface to Volume IINote on References and AbbreviationsList of AbbreviationsPart 1 Quantum, Number and the Quantitative RatioChapter 1. Quantum and NumberChapter 2. Excursus: Hegel on the Operations of ArithmeticChapter 3. Excursus: Hegel and Frege - Similarities and DifferencesChapter 4. Excursus: Frege's AssumptionsChapter 5. Excursus: Hegel and Frege on NumberChapter 6. Extensive and Intensive MagnitudeChapter 7. Quantitative InfinityChapter 8. Excursus: Hegel and Kant's First AntinomyChapter 9. The Quantitative Relation or Ratio (Verhältnis)Chapter 10. Hegel on Differential CalculusPart 2 MeasureChapter 11. Specific QuantityChapter 12. Real MeasureChapter 13. The Nodal Line and the MeasurelessChapter 14. IndifferenceChapter 15. From Measure to EssenceChapter 16. ConclusionNotesBibliographyIndex