Logic and the Limits of Philosophy in Kant and Hegel [Hardcover]

This text examines the boundary between logic and philosophy in Kant and Hegel. Through a detailed analysis of 'quantity', it highlights the different ways Kant and Hegel handle this boundary. Kant is consistent in maintaining this boundary, but Hegel erases it and in the process transforms both logic and philosophy.Introduction: Kant, Hegel, and the Nature of Logic Theoretical Overview German Idealism and the History of Logic Logic, Thought, and the Unconditioned Kant, Hegel, and the Unconditioned Beyond the Critical Philosophy: Hegel's Critique of Kant Kant and Hegel on the Quantitative Judgment PART I: LOGIC AND KANT'S CRITICAL PHILOSOPHY 1. Logic as Frame of the World A Refresher Course in Logic Conclusion: Logic as Frame and the Matter of Truth 2. Quantity in Kant's General and Pure Logic Introduction Concepts Judgment and Extension Inferences General Conclusion. 3. Transcendental Logic and the Doctrine of Quantity Introduction In Kant's Words: Transcendental Logic The Doctrine of Quantity General Conclusions: Logic, Arithmetic, and Inner Sense. 4. Logic and Intellectual Intuition A Direct or Circuitous Route? Two Theses on the Value of Logic The Unconditioned as Schema of Reason Conclusion PART II: LOGIC AND HEGEL'S SPECULATIVE DIALECTIC 5. Hegel's Critique of Kant and the Limits of Reflection Kant, Reflection, and Speculation in the Differenzschrift The History and Epistemology of Reflection in Faith and Knowledge Hegel's Critique of Kant in Faith and Knowledge General Conclusion 6. Truth and Judgment in Hegel's Science of Logic Dialectic and Truth On Either Side of the Judgment of Reflection The Judgment of Reflection. Conclusion: Logic and the Limits of Philosophy in Kant and Hegel

Clayton Bohnet has an MA in psychology and a PhD in philosophy from Duquesne University. His work has explored the nature of thought from various perspectives including aesthetics, politics, and logic. He is currently a teaching fellow in the department of philosophy at lƒ]