Professor Peter Mittelstaedt is a physicist whose primary concern is the foundations of current physical theories. This concern has made him, through his prolonged, incisive and detailed examinations of the structures and overall characteristics of these theories, into a philosopher of physic- of contemporary physics, to be precise, of relativistic theories of space and time, and of the logic of quantum mechanics, in particular. The present book, which expounds his main ideas in these matters, has seen four editions (in German), each including newer results - as indeed does the present translation: see the author's 1975 preface to the English translation. Perhaps this is the place to repeat the author's chief problem and mention his own approach, even though they are expounded in his Intro duction. How close is Mittelstaedt to Kant's understanding of science? We are at liberty to choose a framework for thought - a logic and a method ology - prior to experience (in the classic sense, to think a priori); yet we choose a framework so as to fit our empirical findings. How is this done? How may it be understood and justified? This is obviously the question of all philosophies that evolve from, and are in reaction to, Kant's system.

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Prof. Dr. Peter Mittelstaedt is emeritus professor at the University of Cologne. His main research fields are Foundations of Quantum Theory, Relativity Theory, Philosophy of Science and Logic. He has published various books with Springer: "Laws of Nature" (2005, together with P.A. Weingartner), "The Quantum Theory of Measurement" (1996, together with P. Busch and P.J. Lahti) and "Quantum Logic" (1978). Dr. Kristina Engelhard edited this 2nd enlarged edition of the book by Prof. P. Mittelstaedt. She obtained her PhD in Philosophy at the University of Cologne with a thesis entitled "The Simple and Matter. Inquiries into Kant's Antinomy of Division" and she is currently Research and Teaching Assistant at the Philosophy Department of the University of Cologne (Germany).

Inhalt
I/Space and Time.- 1. Formulation of the Problem.- 2. The Special Theory of Relativity.- 3. The Structure of Physics in the Theory of Relativity.- 4. Space and Time in the Philosophy of Kant.- 5. Critique of the Concept of Time in the Theory of Relativity.- II/Euclidean And Riemannian Geometry.- 1. Formulation of the Problem.- 2. The Foundation of Euclidean Geometry.- 3. The Theory of the Metric Field.- 4. The Foundation of a Physical Geometry.- 5. Summary.- III/The Quantum-Mechanical Measurement Process.- 1. The Uncertainty Relation.- 2. Quantum Theory.- 3. The Measuring Process.- 4. The Cut.- 5. The Function of the Observer in Quantum Theory.- IV/The Concept of Substance.- 1. The Concept of Substance in Classical Physics.- 2. The Concept of Substance in Quantum Theory.- 3. Objectifiability.- 4. Critique of the Concept of Substance in Quantum Theory.- V/The Causal Law.- 1. The Concept of Causality in Philosophy.- 2. The Concept of Causality in Physics.- 3. The Invalidity of the Causal Law in Quantum Theory.- 4. The Problem of Hidden Parameters.- VI/Logic and Quantum Logic.- 1. Formulation of the Problem.- 2. Classical Logic.- 3. The Logic of Commensurable Properties.- 4. The Logic of Incommensurable Properties.- 5. Probability and Quantum Logic.- 6. Summary.