Description
Book SynopsisHans Vaihinger (18521933) was an important and fascinating figure in German philosophy in the early twentieth century, founding the well-known journal Kant-Studien. Yet he was overshadowed by the burgeoning movements of phenomenology and analytical philosophy, as well as hostility towards his work because of his defense of Jewish scholars in a Germany controlled by Nazism.
However, it is widely acknowledged today that The Philosophy of As If' is a philosophical masterwork. Vaihinger argues that in the face of an overwhelmingly complex world, we produce a simpler set of ideas, or idealizations, that help us negotiate it. When cast as fictions, such ideas provide an easier and more useful way to think about certain subjects, from mathematics and physics to law and morality, than would the truth in all its complexity. Even in science, he wrote, we must proceed as if a material world exists independently of perceiving subjects; in behaviour, we must act as
Table of Contents
Foreword to the Routledge Classics Edition Michael Rosenthal General Introduction Part 1: Basic Principles General Introductory Remarks on Fictional Constructs A. The Enumeration and Division of Scientific Fictions B. The Logical Theory of Scientific Fictions C. Contributions to the History and Theory of Fictions D. Consequences for the Theory of Knowledge Part 2: Amplified Study of Special Problems 1. Artificial Classification 2. Further Artificial Classifications 3. Adam Smith's Method in Political Economy 4. Bentham's Method in Political Science 5. Abstractive Fictional Methods in Physics and Psychology 6. Condillac's Imaginary Statue 7. Lotze's 'Hypothetical Animal' 8. Other Examples of Fictitious Isolation 9. The Fiction of Force 10. Matter and Materialism as Mental Accessories 11. Abstract Concepts as Fictions 12. General Ideas as Fictions 13. Summational, Nominal, and Substitutive Fictions 14. Natural Forces and Natural Laws as Fictions 15. Schematic Fictions 16. Illustrative Fictions 17. The Atomic Theory as a Fiction 18. Fictions in Mathematical Physics 19. The Fiction of Pure Absolute Space 20. Surface, Line, Point, etc., as Fictions 21. The Fiction of the Infinitely Small 22. The History of the Infinitesimal Fiction 23. The Meaning of the' As If' Approach 24. The Fictive Judgment 25. The Fiction contrasted with the Hypothesis Part 3: Historical Confirmations A. Kant’s Use of the ‘As If’ Method B. Forberg, The Originator of the Fichtean Atheism-Controversy, and his Religion of As-If C. Lange's 'Standpoint of the Ideal' D. Nietzsche and his Doctrine of Conscious Illusion. Subject Index Index of Names
