Gauging What's Real: The Conceptual Foundations of Gauge Theories

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More About This Textbook

Overview


Gauge theories have provided our most successful representations of the fundamental forces of nature. How, though, do such representations work? Interpretations of gauge theory aim to answer this question. Through understanding how a gauge theory's representations work, we are able to say what kind of world our gauge theories reveal to us.

A gauge theory's representations are mathematical structures. These may be transformed among themselves while certain features remain the same. Do the representations related by such a gauge transformation merely offer alternative ways of representing the very same situation? If so, then gauge symmetry is a purely formal property since it reflects no corresponding symmetry in nature.

Gauging What's Real describes the representations provided by gauge theories in both classical and quantum physics. Richard Healey defends the thesis that gauge transformations are purely formal symmetries of almost all the classes of representations provided by each of our theories of fundamental forces. He argues that evidence for classical gauge theories of forces (other than gravity) gives us reason to believe that loops rather than points are the locations of fundamental properties. In addition to exploring the prospects of extending this conclusion to the quantum gauge theories of the Standard Model of elementary particle physics, Healey assesses the difficulties faced by attempts to base such ontological conclusions on the success of these theories.

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Product Details

  • ISBN-13: 9780199287963
  • Publisher: Oxford University Press
  • Publication date: 11/17/2007
  • Pages: 240
  • Product dimensions: 9.30 (w) x 6.10 (h) x 1.00 (d)

Table of Contents


Preface     ix
Acknowledgements     xiii
Introduction     xv
What is a gauge theory?     1
Classical electromagnetism: a paradigm gauge theory     3
A fiber bundle formulation     7
Electromagnetic interactions of quantum particles     14
Electromagnetic interactions of matter fields     18
The Aharonov-Bohm effect     21
Fiber bundles     26
A gauge-invariant, local explanation?     31
Geometry and topology in the Aharonov-Bohm effect     40
Locality in the Aharonov-Bohm effect     44
Lessons for classical electromagnetism     54
Classical gauge theories     58
Non-Abelian Yang-Mills theories     58
The fiber bundle formulation     64
Loops, groups, and hoops     70
Topological issues     74
A fiber bundle formulation of general relativity     77
A gravitational analog to the Aharonov-Bohm effect     78
Interpreting classical gauge theories     82
The no gauge potential properties view     83
The localized gauge potential properties view     85
Problems defining theoretical terms     91
Leeds'sview     99
Maudlin's interpretation     102
The non-localized gauge potential properties view     104
A holonomy interpretation     111
Epistemological considerations     112
Objections considered     119
Semantic considerations     122
Metaphysical implications: non-separability and holism     123
Quantized Yang-Mills gauge theories     129
How to quantize a classical field     131
Coulomb gauge quantization     133
Lorenz gauge quantization     135
Classical electromagnetism as a constrained Hamiltonian system     136
The free Maxwell field as a Hamiltonian system     139
Path-integral quantization     141
Canonical quantization of non-Abelian fields     143
Path-integral quantization of non-Abelian fields     145
Interacting fields in the Lagrangian formulation     146
The empirical import of gauge symmetry     149
Two kinds of symmetry     150
Observing gauge symmetry?     155
The gauge argument     159
Ghost fields     167
Spontaneous symmetry-breaking     169
The [theta]-vacuum     175
Anomalies      182
Loop representations     184
The significance of loop representations     185
Loop representations of the free Maxwell field     186
Loop representations of other free Yang-Mills fields     192
Interacting fields in loop representations     195
The [theta]-vacuum in a loop representation     197
Conclusion     198
Interpreting quantized Yang-Mills gauge theories     200
Auyang's event ontology     200
Problems of interpreting a quantum field theory     203
Particle interpretations     205
Bohmian interpretations     209
Copenhagen interpretations     212
Everettian interpretations     215
Modal interpretations     218
Conclusions     220
Electromagnetism and its generalizations     229
Fiber bundles     233
The constrained Hamiltonian formalism     248
Alternative quantum representations     257
Algebraic quantum field theory     265
Interpretations of quantum mechanics     272
The Copenhagen interpretation     272
Bohmian mechanics     274
Everettian interpretations     276
Modal interpretations     278
Bibliography     280
Index     287
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