Leibniz's Metaphysics of Nature: A Group of Essays / Edition 1

by N. Rescher

Overview

The essays included in this volume are a mixture of old and new. Three of them make their first appearance in print on this occa­ sion (Nos III, IV, and V). The remaining four are based upon materials previously published in learned journals or anthologies. (However, these previously published papers have been revised and, generally, expanded for inclusion here.) Detailed acknowledgement of prior publications is made in the notes to the relevant articles. I am grateful to the editors of these several publications for their kind permission to use this material. I am grateful to an anonymous reader for the Western Ontario Series for some useful corrigenda. And I should like to thank John Horty and Lily Knezevich for their help in seeing this material through the press. NICHOLAS RESCHER Pittsburgh, Pennsylvania May, 1980 xi INTRODUCTION The unifying theme of these essays is their concern with Leibniz's metaphysics of nature. In particular, they revolve about his cos­ mology of creation and his conception of the real world as one among infinitely many equipossible alternatives.

Product Details

ISBN-13:	9789027712523
Publisher:	Springer Netherlands
Publication date:	06/30/1981
Series:	The Western Ontario Series in Philosophy of Science , #18
Edition description:	1981
Pages:	128
Product dimensions:	8.27(w) x 11.69(h) x 0.01(d)

Table of Contents

I. Leibniz on Creation and the Evaluation of Possible Worlds.- 1. Stagesetting.- 2. Mathematico-Physical Inspiration.- 3. Epistemological Implications.- 4. Leibniz as a Pioneer of the Coherence Theory of Truth.- II. The Epistemology of Inductive Reasoning in Leibniz.- 1. Introduction.- 2. The Extraction of General Truths from Experience.- 3. Concluding Observations.- III. Leibniz and the Concept of a System.- 1. The Concept of a System.- 2. Leibniz as System Builder.- 3. Why System?.- 4. Cognitive vs. Ontological Systematicity.- 5. System and Infinite Complexity.- IV. Leibniz on the Infinite Analysis of Contingent Truths.- 1. Introduction.- 2. Analysis.- 3. Calculus as the Inspiration of Infinite Analysis.- 4. A Metaphysical Calculus of Perfection-Optimization.- 5. Conclusion.- V. Leibniz on Intermonadic Relations.- 1. Introduction.- 2. The Crucial Role of Relations in Incompossibility.- 3. The Reducibility of Relations.- 4. Relational Reducibility and Incompossibility.- 5. Reducibility Not a Logical But a Metaphysical Thesis.- 6. The Reality of Intermonadic Relations.- 7. Abstract Relations.- VI. Leibniz and the Plurality of Space-Time Frameworks.- 1. The Question of Distinct Frameworks.- 2. Spatiality: The Conception of Space as Everywhere the Same.- 3. One World, One Space.- 4. Distinct Worlds Must Have Distinct Spaces.- 5. How are Distinct Spaces Distinct?.- 6. Why Distinct Spaces?.- 7. A Superspace After All?.- 8. Cross-World Spatial Comparisons.- 9. Must the Spatial Structure of Other Worlds Be Like that of Ours?.- 10. The Important Fact That, for Leibniz, Time is Coordinate With Space.- 11. Can a Possible World Lack Spatiotemporal Structure?.- VII. The Contributions of the Paris Period (1672–76) to Leibniz’s Metaphysics.- 1. Overview of Cardinal Theses ofLeibniz’s Metaphysics.- 2. A Missing Piece.- 3. Conclusion.- Appendix: Rescher on Leibniz, with Bibliography.- Index of Names.