Relativity

Höfundur Roger B. Angel

Útgefandi Elsevier S & T

Snið Page Fidelity

Print ISBN 9780080251967

Útgáfa 0

Útgáfuár 1980

9.190 kr.

Description

Efnisyfirlit

  • Relativity: The Theory and its Philosophy
  • Copyright Page
  • Table of Contents
  • Dedicated
  • Preface
  • List of Logical Symbols
  • Chapter 1. Mathematical Preliminaries
  • Sets, Relations, Functions
  • N-tuples, Vectors, Matrices, and other Items
  • A Trigonometric Digression
  • Vector Algebra
  • The Calculus
  • Bibliography for Chapter 1
  • Chapter 2. Relativity and Newtonian Mechanics
  • The Concept of Relativity
  • Elementary Foundations of Newtonian Mechanics
  • The Principle of Classical Relativity
  • Bibiliography for Chapter 2
  • Chapter 3. The Principle of Special Relativity
  • The Breakdown of Classical Relativity
  • Relativistic Kinematics
  • Four-Vector Formalism and Space-Time Geometry
  • Relativistic Mechanics
  • The Principle of Special Relativity
  • Bibliography for Chapter 3
  • Chapter 4. Empiricism, Rationalism and Special Relativity
  • Relativity and the A Priori in the Philosophy of Eddington
  • The Transcendentalism of J. R. Lucas
  • The Radical Empiricism of Percy Bridgman
  • The Liberalized Empiricism of the Logical Positivists
  • Bibliography for Chapter 4
  • Chapter 5. Special Relativity and Conventionalism
  • The Conventionality of Simultaneity
  • Bibliography for Chapter 5
  • Chapter 6. The Commensurability of Classical and Relativistic Mechanics
  • Bibliography for Chapter 6
  • Chapter 7. More Mathematics
  • Motivation
  • Curvilinear Coordinates
  • Tensors and their Algebra
  • Tensor Calculus
  • The Riemann-Christoffel Tensor
  • Bibliography for Chapter 7
  • Chapter 8. The Path to General Relativity
  • The Classical Theory of Gravitation
  • The Field-Theoretic Standpoint
  • Mach’s Principle
  • The Principle of Equivalence
  • The Principle of General Covariance
  • Bibliography for Chapter 8
  • Chapter 9. An Outline of General Relativity
  • Bibliography for Chapter 9
  • Chapter 10. Relativity and Covariance
  • Bibliography for Chapter 10
  • Chapter 11. Spacetime and Geometry
  • The Distinction Between Pure and Applied Mathematics
  • The Geometric Conventionalism of Henri Poincaré
  • The Geometric Empiricism of Hans Reichenbach
  • Geochronometric Conventionalism
  • A Critique of Geochronometric Conventionalism
  • General Relativity and Space-time Structure
  • The Ontology of Spacetime
  • Bibliography for Chapter 11
  • Index
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