
The Philosophy and Physics of Noether's Theorems
A Centenary Volume
- English
- PDF
- Available on iOS & Android
About this book
In 1918, Emmy Noether, in her paper Invariante Variationsprobleme, proved two theorems (and their converses) on variational problems that went on to revolutionise theoretical physics. 100 years later, the mathematics of Noether's theorems continues to be generalised, and the physical applications of her results continue to diversify. This centenary volume brings together world-leading historians, philosophers, physicists, and mathematicians in order to clarify the historical context of this work, its foundational and philosophical consequences, and its myriad physical applications. Suitable for advanced undergraduate and graduate students and professional researchers, this is a go-to resource for those wishing to understand Noether's work on variational problems and the profound applications which it finds in contemporary physics.
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Information
Table of contents
- Cover
- Half-title
- Title page
- Copyright information
- Contents
- List of Contributors
- Introduction
- 1 The Noether Theorems in Context
- 2 Felix Klein and Emmy Noether on Invariant Theory and Variational Principles
- 3 Moscow, Oxford, or Princeton: Emmy Noether's Move from Gƶttingen (1933)
- 4 Getting to the Bottom of Noether's Theorem
- 5 BV Quantisation in Perturbative Algebraic QFT : Fundamental Concepts and Perspectives
- 6 Divergence Invariant Variational Problems
- 7 Do Symmetries `Explain' Conservation Laws? : The Modern Converse Noether Theorem vs Pragmatism
- 8 Noether's First Theorem and the Energy-Momentum Tensor Ambiguity Problem
- 9 Noether's Theorems and Energy in General Relativity
- 10 Geometric Objects and Perspectivalism
- 11 Substantive General Covariance and the EinsteināKlein Dispute : A Noetherian Approach
- 12 Noether Charges, Gauge-Invariance, and Non-Separability
- 13 Observability, Redundancy, and Modality for Dynamical Symmetry Transformations
- 14 The Gauge Argument : A Noether Reason
- Index