The Future of Theoretical Physics and Cosmology: Celebrating Stephen Hawking's Contributions to Physics

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Format: Hardcover
Pub. Date: 2003-11-17
Publisher(s): Cambridge University Press
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Summary

Based on lectures given in honour of Stephen Hawking's sixtieth birthday, this book comprises contributions from some of the world's leading theoretical physicists. It begins with a section containing chapters by successful scientific popularisers, bringing to life both Hawking's work and other exciting developments in physics. The book then goes on to provide a critical evaluation of advanced subjects in modern cosmology and theoretical physics. Topics covered include the origin of the universe, warped spacetime, cosmological singularities, quantum gravity, black holes, string theory, quantum cosmology and inflation. As well as providing a fascinating overview of the wide variety of subject areas to which Stephen Hawking has contributed, this book represents an important assessment of prospects for the future of fundamental physics and cosmology.

Table of Contents

List of contributors
xvii
Preface xxv
Introduction
1(14)
Gary Gibbons
Paul Shellard
Popular symposium
2(1)
Spacetime singularities
3(1)
Black holes
4(1)
Hawkins radiation
5(1)
Quantum gravity
6(1)
M theory and beyond
7(1)
De Sitter space
8(1)
Quantum cosmology
9(1)
Cosmology
9(1)
Postscript
10(5)
Part 1 Popular symposium
15(104)
Our complex cosmos and its future
17(21)
Martin Rees
Introduction
17(1)
The universe observed
17(5)
Cosmic microwave background radiation
22(2)
The origin of large-scale structure
24(2)
The fate of the universe
26(4)
The very early universe
30(5)
Multiverse?
35(1)
The future of cosmology
36(2)
Theories of everything and Hawking's wave function of the universe
38(13)
James Hartle
Introduction
38(1)
Different things fall with the same acceleration in a gravitational field
38(2)
The fundamental laws of physics
40(5)
Quantum mechanics
45(1)
A theory of everything is not a theory of everything
46(2)
Reduction
48(1)
The main points again
49(2)
References
49(2)
The problem of spacetime singularities: implications for quantum gravity?
51(23)
Roger Penrose
Introduction
51(1)
Why quantum gravity?
51(3)
The importance of singularities
54(4)
Entropy
58(3)
Hawking radiation and information loss
61(2)
The measurement paradox
63(7)
Testing quantum gravity?
70(4)
Useful references for further reading
73(1)
Warping spacetime
74(31)
Kip Thorne
Introduction
74(6)
A first glimpse of the Golden Age: 1964-74
80(1)
LISA: mapping black holes with gravitational waves
81(6)
The Golden Age again: colliding black holes
87(2)
LIGO/VIRGO/GEO: probing colliding black holes with gravitational waves
89(3)
Quantum behavior of human-sized objects
92(2)
Probing the big bang with gravitational waves
94(2)
Cosmic censorship: betting with Stephen
96(4)
Time travel
100(5)
Useful references for further reading
103(2)
Sixty years in a nutshell
105(14)
Stephen Hawking
Introduction
105(1)
How it began
105(1)
General relativity and cosmology
106(1)
Mach's principle and Wheeler-Feynman electrodynamics
107(2)
The steady state
109(1)
Gravity and the expanding universe
110(1)
Collapsing stars
111(1)
Hawking radiation
112(2)
Inflation
114(1)
M theory and the future
115(2)
Conclusion
117(2)
Part 2 Spacetime singularities
119(84)
Cosmological perturbations and singularities
121(40)
George Ellis
Introduction
121(1)
Part A: Cosmological perturbations
122(1)
Fluids and scalar fields
122(8)
Cosmic background radiation
130(5)
Issues
135(4)
Part B: Cosmological singularities
138(1)
Analytic direct approach
139(2)
Indirect method
141(2)
Issues
143(10)
Conclusion
153(8)
References
153(8)
The quantum physics of chronology protection
161(16)
Matt Visser
Why is chronology protection even an issue?
161(2)
Paradoxes and responses
163(2)
Elements of chronology protection
165(2)
Semiclassical arguments
167(2)
The failure of semiclassical gravity
169(2)
Where we stand
171(6)
References
173(4)
Energy dominance and the Hawking--Ellis vacuum conservation theorem
177(8)
Brandon Carter
Introduction
177(2)
The energy dominance condition
179(2)
The vacuum conservation theorem
181(4)
References
183(2)
On the instability of extra space dimensions
185(18)
Roger Penrose
The issue of functional freedom
185(4)
Functional freedom in higher-dimensional theories
189(6)
Classical instability of extra dimensions
195(3)
The holographic conjecture
198(5)
References
200(3)
Part 3 Black holes
203(86)
Black hole uniqueness and the inner horizon stability problem
205(12)
Werner Israel
Introduction
205(1)
The traiblazers: Moscow 1964
206(1)
Cambridge 1965-71
207(2)
Descent into the interior
209(1)
Internal evolution problem
210(2)
Spherical models
212(2)
The generic case
214(1)
Conclusions
215(1)
Acknowledgements
215(2)
References
215(2)
Black holes in the real universe and their prospects as probes of relativistic gravity
217(19)
Martin Rees
Introduction
217(1)
Stellar mass holes
218(1)
Supermassive holes
219(1)
Scenarios for black hole formation
220(2)
The galactic context
222(2)
Do the candidate holes obey the Kerr metric?
224(6)
Gravitational radiation as a probe
230(6)
References
233(3)
Primordial black holes
236(28)
Bernard Carr
Preface
236(1)
Historical overview
237(3)
PBHs as a probe of primordial inhomogeneities
240(3)
PBHs as a probe of cosmological phase transitions
243(4)
PBHs as a probe of a varying gravitational constant
247(1)
PBHs as a probe of gravitational collapse
248(2)
PBHs as a probe of high energy physics
250(6)
Postscript
256(8)
References
259(5)
Black hole pair creation
264(14)
Simon Ross
Introduction
264(2)
Constructing instantons: the C metric
266(2)
Calculation of the action
268(4)
Pair creation rate
272(6)
References
275(3)
Black holes at accelerators
278(11)
Steve Giddings
Introduction
278(1)
TeV-scale gravity
279(2)
Black holes on brane worlds
281(3)
Black hole decay and signatures
284(2)
The future of high energy physics
286(3)
References
287(2)
Part 4 Hawking radiation
289(60)
Black holes and string theory
291(11)
Malcolm Perry
References
300(2)
M theory and black hole quantum mechanics
302(8)
Joe Polchinski
A story
302(1)
`Finding Stephen's mistake'
303(4)
The strong interaction and black holes
307(3)
References
308(2)
Playing with black strings
310(20)
Gary Horowitz
Introduction
310(2)
Existence of new (vacuum) solutions
312(4)
Properties of the new solutions
316(3)
New charged black strings
319(5)
Open questions
324(3)
Conclusions
327(3)
References
328(2)
Twenty years of debate with Stephen
330(19)
Leonard Susskind
Crisis and paradigm shift
330(1)
Stephen's argument for coherence loss
331(2)
Horizon Complementarity
333(1)
The Holographic Principle
334(1)
The ultraviolet/infrared connection
335(2)
Counting black hole microstates
337(2)
De Sitter space
339(4)
Correlations in finite entropy systems
343(6)
References
345(4)
Part 5 Quantum gravity
349(104)
Euclidean quantum gravity: the view from 2002
351(22)
Gary Gibbons
Introduction
351(3)
Some historical recollections
354(3)
The path integral
357(8)
The AdS/CFT correspondence
365(1)
The volume canonical ensemble
366(2)
Hyperbolic 4-manifolds
368(1)
Action and complexity
369(1)
Euclides ab omni naevo vindicatus?
370(3)
References
370(3)
Zeta functions, anomalies and stable branes
373(11)
Ian Moss
Introduction
373(1)
ζfunctions
374(1)
Heat kernel coefficients
375(2)
Anomalies
377(1)
Brane worlds
378(3)
Outlook
381(3)
References
382(2)
Some reflections on the status of conventional quantum theory when applied to quantum gravity
384(25)
Chris Isham
Introduction
384(2)
The danger of a priori assumptions
386(7)
Alternative conceptions of spacetime
393(3)
Presheaves and related notions from topos theory
396(5)
Presheaves of propositions, and valuations in quantum theory
401(4)
Conclusions
405(4)
References
406(3)
Quantum geometry and its ramifications
409(27)
Abhay Ashtekar
Introduction
409(2)
A bird's eye view of loop quantum gravity
411(9)
Applications of quantum geometry
420(8)
Outlook
428(8)
References
431(5)
Topology change in quantum gravity
436(17)
Fay Dowker
Introduction
436(1)
A top down framework for topology change
437(2)
Morse metrics and elementary topology changes
439(2)
Good and bad topology change
441(2)
Progress on the Borde-Sorkin conjecture
443(2)
Looking to the future
445(8)
References
449(4)
Part 6 M theory and beyond
453(84)
The past and future of string theory
455(8)
Edward Witten
String theory
463(10)
David Gross
Motivations for quantum gravity
463(3)
The achievements of string theory
466(4)
The future of string theory
470(3)
A brief description of string theory
473(11)
Michael Green
Introduction
473(1)
Historical background
474(3)
String theory today
477(4)
Duality and M theory
481(1)
Future perspective
482(2)
The story of M
484(10)
Paul Townsend
Introduction
484(1)
The supermembrane
485(3)
Backgrounds of reduced holonomy
488(2)
The sigma model limit
490(4)
References
492(2)
Gauged supergravity and holographic field theory
494(21)
Nick Warner
Gauged supergravity and a thesis project
494(2)
The ups and downs of maximal gauged supergravity
496(2)
Exploring higher dimensions
498(3)
Holographic field theory and AdS/CFT correspondence
501(2)
Bulk gravity and brane renormalization: where are the branes?
503(3)
Holographic renormalization group flows: an example
506(5)
Final comments
511(4)
References
512(3)
57 Varieties in a NUTshell
515(22)
Chris Pope
Introduction
515(1)
Four-dimensional self-dual metrics
516(1)
Non-compact self-dual 4-metrics
517(4)
Compact self-dual 4-metrics: K3
521(3)
Special holonomy in higher dimensions
524(1)
Ricci-flat Kahler 6-metrics and the conifold
525(3)
Seven-dimensional metrics of G2 holonomy
528(4)
Spin(7) holonomy
532(1)
Conclusion
533(4)
References
534(3)
Part 7 De Sitter space
537(76)
Adventures in de Sitter space
539(31)
Raphael Bousso
Introduction
539(2)
De Sitter space
541(2)
Entropy and temperature of event horizons
543(2)
Entropy bounds from horizons
545(3)
Absolute entropy bounds in spacetimes with Λ > 0
548(7)
Quantum gravity in de Sitter space
555(4)
Instabilities of the Nariai solution
559(11)
De Sitter space in non-critical string theory
570(22)
Andrew Strominger
Alexander Maloney
Eva Silverstein
Introduction
570(3)
De Sitter compactifications of super-critical string theory
573(7)
Metastability of the De Sitter vacuum
580(12)
References
589(3)
Supergravity, M theory and cosmology
592(21)
Renata Kallosh
Introduction
592(4)
Extended supergravities with dS vacua
596(3)
Hybrid inflation with D-branes
599(7)
M theory on a four-fold with G-fluxes
606(7)
References
609(4)
Part 8 Quantum cosmology
613(110)
The state of the universe
615(6)
James Hartle
Introduction
615(1)
Final theories
616(1)
Effective theories
617(2)
Directions
619(2)
References
620(1)
Quantum cosmology
621(28)
Don Page
Motivation for a quantum state of the cosmos
621(1)
The Hartle--Hawking proposal for the quantum state
622(2)
Zero-loop quantum cosmology and FRW-scalar models
624(3)
Real classical solutions for the FRW-scalar model
627(2)
Complex classical solutions for the FRW-scalar model
629(3)
FRW-scalar models with an exponential potential
632(14)
Summary
646(3)
References
647(2)
Quantum cosmology and eternal inflation
649(18)
Alexander Vilenkin
Introduction
649(1)
Quantum cosmology
650(1)
The tunnelling wave function
651(4)
Alternative proposals for the wave function
655(2)
Semiclassical probabilities
657(1)
Comparing different wave functions
658(2)
Do we need quantum cosmology?
660(1)
Is quantum cosmology testable?
661(6)
References
663(4)
Probability in the deterministic theory known as quantum mechanics
667(8)
Bryce DeWitt
Quantum measurement
667(1)
Reality
668(1)
Signalling by permutations
669(2)
Equal likelihood
671(1)
The case of degeneracy
672(1)
Unequal probabilities
673(2)
The interpretation of quantum cosmology and the problem of time
675(18)
Jonathan Halliwell
Introduction
675(3)
The classical case
678(6)
The decoherent histories approach to quantum theory
684(1)
The induced inner product
685(1)
The class operators
686(2)
Decoherence and the decoherence functional
688(1)
Summary and discussion
689(4)
References
690(3)
What local supersymmetry can do for quantum cosmology
693(30)
Peter D'Eath
Introduction
693(5)
No-boundary state
698(1)
The classical Riemannian boundary-value problem
699(4)
Self-duality
703(6)
Canonical quantum theory of N=1 supergravity: `traditional variables'
709(6)
Canonical quantization of N=1 supergravity: Ashtekar--Jacobson variables
715(2)
Comments
717(6)
References
717(6)
Part 9 Cosmology
723(150)
Inflation and cosmological perturbations
725(30)
Alan Guth
The origin of inflationary fluctuations
725(4)
The 1982 Nuffield workshop
729(6)
Observational evidence for inflation
735(5)
Eternal inflation
740(3)
A new singularity theorem
743(7)
The origin of the universe
750(5)
References
750(5)
The future of cosmology: observational and computational prospects
755(26)
Paul Shellard
Empirical cosmology
755(1)
The cosmic microwave sky
756(5)
Cosmological perturbations and cosmic concordance?
761(8)
Critical observational tests
769(3)
Primordial gravitational waves
772(1)
Computational prospects
773(3)
Afterword
776(5)
References
777(4)
The ekpyrotic universe and its cyclic extension
781(20)
Neil Turok
Introduction
781(2)
Homage to the Ancients
783(1)
The ekpyrotic universe model
784(2)
The main problem
786(2)
Flatness
788(1)
Density perturbations
788(2)
Brane collisions
790(3)
The inter-brane potential
793(1)
The cyclic universe
793(1)
Back to the singularity
794(4)
Conclusions
798(3)
References
798(3)
Inflationary theory versus the ekpyrotic/cyclic scenario
801(38)
Andrei Linde
Introduction
801(2)
Chaotic inflation
803(3)
Hybrid inflation
806(1)
Quantum fluctuations and density perturbations
807(2)
From the Big Bang to eternal inflation
809(2)
Inflation and observations
811(1)
Alternatives to inflation?
812(2)
Ekpyrosis
814(5)
Cyclic universe
819(11)
Conclusions
830(9)
References
833(6)
Brane (new) worlds
839(21)
Pierre Binetruy
Why study brane cosmology?
839(2)
Life on the brane
841(4)
Ads/CFT correspondence
845(1)
Moduli fields. Moduli space approximation
846(2)
Cosmological constant
848(3)
Bulk scalars
851(2)
Infinite dimensions
853(2)
Open problems
855(5)
References
856(4)
Publications of Stephen Hawking
860(13)
Index 873

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