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Space, Time, and the Origins of Tran...
~
Rukgaber, Matthew.
Space, Time, and the Origins of Transcendental Idealism = Immanuel Kant’s Philosophy from 1747 to 1770 /
Record Type:
Language materials, printed : Monograph/item
Title/Author:
Space, Time, and the Origins of Transcendental Idealism/ by Matthew Rukgaber.
Reminder of title:
Immanuel Kant’s Philosophy from 1747 to 1770 /
Author:
Rukgaber, Matthew.
Description:
XII, 284 p.online resource. :
Contained By:
Springer Nature eBook
Subject:
Continental Philosophy. -
Online resource:
https://doi.org/10.1007/978-3-030-60742-5
ISBN:
9783030607425
Space, Time, and the Origins of Transcendental Idealism = Immanuel Kant’s Philosophy from 1747 to 1770 /
Rukgaber, Matthew.
Space, Time, and the Origins of Transcendental Idealism
Immanuel Kant’s Philosophy from 1747 to 1770 /[electronic resource] :by Matthew Rukgaber. - 1st ed. 2020. - XII, 284 p.online resource.
1. Introduction: An Overview of the Metaphysics of the Pre-Critical and Critical Kant -- 2. Space, Force, and Matter in the Early Natural Science Writings -- 3. Substances, Space, and Causality in the Early Metaphysical Writings -- 4. The Development of Kant’s Pre-Critical Metaphysics from 1758 to 1766 -- 5. The Asymmetry of Space: Kant’s Theory of Absolute Space in 1768 -- 6. The Moment of Transformation: Time and the Critical Turn in the Inaugural Dissertation -- 7. Kant’s Theory of Space in the Inaugural Dissertation and the Birth of Transcendental Idealism.
This book provides an account of the unity of Immanuel Kant’s early metaphysics, including the moment he invents transcendental idealism. Matthew Rukgaber argues that a division between “two worlds”—the world of matter, force, and space on the one hand, and the world of metaphysical substances with inner states and principles preserved by God on the other—is what guides Kant’s thought. Until 1770 Kant consistently held a conception of space as a force-based material product of monads that are only virtually present in nature. As Rukgaber explains, transcendental idealism emerges as a constructivist metaphysics, a view in which space and time are real relations outside of the mind, but those relations are metaphysically dependent on the subject. The subject creates the simple “now” and “here,” thus introducing into the intrinsically indeterminate and infinitely divisible continua of nature a metric with transformation rules that make possible all individuation and measurement.
ISBN: 9783030607425
Standard No.: 10.1007/978-3-030-60742-5doiSubjects--Topical Terms:
1172523
Continental Philosophy.
LC Class. No.: B790-5802
Dewey Class. No.: 190
Space, Time, and the Origins of Transcendental Idealism = Immanuel Kant’s Philosophy from 1747 to 1770 /
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1. Introduction: An Overview of the Metaphysics of the Pre-Critical and Critical Kant -- 2. Space, Force, and Matter in the Early Natural Science Writings -- 3. Substances, Space, and Causality in the Early Metaphysical Writings -- 4. The Development of Kant’s Pre-Critical Metaphysics from 1758 to 1766 -- 5. The Asymmetry of Space: Kant’s Theory of Absolute Space in 1768 -- 6. The Moment of Transformation: Time and the Critical Turn in the Inaugural Dissertation -- 7. Kant’s Theory of Space in the Inaugural Dissertation and the Birth of Transcendental Idealism.
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This book provides an account of the unity of Immanuel Kant’s early metaphysics, including the moment he invents transcendental idealism. Matthew Rukgaber argues that a division between “two worlds”—the world of matter, force, and space on the one hand, and the world of metaphysical substances with inner states and principles preserved by God on the other—is what guides Kant’s thought. Until 1770 Kant consistently held a conception of space as a force-based material product of monads that are only virtually present in nature. As Rukgaber explains, transcendental idealism emerges as a constructivist metaphysics, a view in which space and time are real relations outside of the mind, but those relations are metaphysically dependent on the subject. The subject creates the simple “now” and “here,” thus introducing into the intrinsically indeterminate and infinitely divisible continua of nature a metric with transformation rules that make possible all individuation and measurement.
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