- Page 2: INTERNATIONAL SERIES OF MONOGRAPHS
- Page 8: 3 Great Clarendon Street, Oxford OX
- Page 12: This page intentionally left blank
- Page 16: viii Preface It is clear that my bo
- Page 20: x CONTENTS 4.2.2 Hamiltonian form o
- Page 24: This page intentionally left blank
- Page 28: 2 WHY QUANTUM GRAVITY? fundamental
- Page 32: 4 WHY QUANTUM GRAVITY? (1997). This
- Page 36: 6 WHY QUANTUM GRAVITY? number L and
- Page 40: 8 WHY QUANTUM GRAVITY? ¢ 00000
- Page 44: 10 WHY QUANTUM GRAVITY? Still, neut
- Page 48: 12 WHY QUANTUM GRAVITY? above, tors
- Page 52: 14 WHY QUANTUM GRAVITY? 1.1.5 Quant
- Page 56:
16 WHY QUANTUM GRAVITY? In this sen
- Page 60:
18 WHY QUANTUM GRAVITY? Writing aga
- Page 64:
20 WHY QUANTUM GRAVITY? If one make
- Page 68:
22 WHY QUANTUM GRAVITY? It is shown
- Page 72:
24 WHY QUANTUM GRAVITY? is assumed
- Page 76:
26 COVARIANT APPROACHES TO QUANTUM
- Page 80:
28 COVARIANT APPROACHES TO QUANTUM
- Page 84:
30 COVARIANT APPROACHES TO QUANTUM
- Page 88:
32 COVARIANT APPROACHES TO QUANTUM
- Page 92:
34 COVARIANT APPROACHES TO QUANTUM
- Page 96:
36 COVARIANT APPROACHES TO QUANTUM
- Page 100:
38 COVARIANT APPROACHES TO QUANTUM
- Page 104:
40 COVARIANT APPROACHES TO QUANTUM
- Page 108:
42 COVARIANT APPROACHES TO QUANTUM
- Page 112:
44 COVARIANT APPROACHES TO QUANTUM
- Page 116:
46 COVARIANT APPROACHES TO QUANTUM
- Page 120:
48 COVARIANT APPROACHES TO QUANTUM
- Page 124:
50 COVARIANT APPROACHES TO QUANTUM
- Page 128:
52 COVARIANT APPROACHES TO QUANTUM
- Page 132:
54 COVARIANT APPROACHES TO QUANTUM
- Page 136:
56 COVARIANT APPROACHES TO QUANTUM
- Page 140:
58 COVARIANT APPROACHES TO QUANTUM
- Page 144:
60 COVARIANT APPROACHES TO QUANTUM
- Page 148:
62 COVARIANT APPROACHES TO QUANTUM
- Page 152:
64 COVARIANT APPROACHES TO QUANTUM
- Page 156:
66 COVARIANT APPROACHES TO QUANTUM
- Page 160:
68 COVARIANT APPROACHES TO QUANTUM
- Page 164:
70 COVARIANT APPROACHES TO QUANTUM
- Page 168:
72 COVARIANT APPROACHES TO QUANTUM
- Page 172:
74 PARAMETRIZED AND RELATIONAL SYST
- Page 176:
76 PARAMETRIZED AND RELATIONAL SYST
- Page 180:
78 PARAMETRIZED AND RELATIONAL SYST
- Page 184:
80 PARAMETRIZED AND RELATIONAL SYST
- Page 188:
82 PARAMETRIZED AND RELATIONAL SYST
- Page 192:
84 PARAMETRIZED AND RELATIONAL SYST
- Page 196:
86 PARAMETRIZED AND RELATIONAL SYST
- Page 200:
88 PARAMETRIZED AND RELATIONAL SYST
- Page 204:
90 PARAMETRIZED AND RELATIONAL SYST
- Page 208:
92 PARAMETRIZED AND RELATIONAL SYST
- Page 212:
94 PARAMETRIZED AND RELATIONAL SYST
- Page 216:
96 PARAMETRIZED AND RELATIONAL SYST
- Page 220:
4 HAMILTONIAN FORMULATION OF GENERA
- Page 224:
100 HAMILTONIAN FORMULATION OF GENE
- Page 228:
102 HAMILTONIAN FORMULATION OF GENE
- Page 232:
104 HAMILTONIAN FORMULATION OF GENE
- Page 236:
106 HAMILTONIAN FORMULATION OF GENE
- Page 240:
108 HAMILTONIAN FORMULATION OF GENE
- Page 244:
110 HAMILTONIAN FORMULATION OF GENE
- Page 248:
112 HAMILTONIAN FORMULATION OF GENE
- Page 252:
114 HAMILTONIAN FORMULATION OF GENE
- Page 256:
116 HAMILTONIAN FORMULATION OF GENE
- Page 260:
118 HAMILTONIAN FORMULATION OF GENE
- Page 264:
120 HAMILTONIAN FORMULATION OF GENE
- Page 268:
122 HAMILTONIAN FORMULATION OF GENE
- Page 272:
124 HAMILTONIAN FORMULATION OF GENE
- Page 276:
126 HAMILTONIAN FORMULATION OF GENE
- Page 280:
128 HAMILTONIAN FORMULATION OF GENE
- Page 284:
130 HAMILTONIAN FORMULATION OF GENE
- Page 288:
132 HAMILTONIAN FORMULATION OF GENE
- Page 292:
134 QUANTUM GEOMETRODYNAMICS and it
- Page 296:
136 QUANTUM GEOMETRODYNAMICS Bell (
- Page 300:
138 QUANTUM GEOMETRODYNAMICS The fi
- Page 304:
140 QUANTUM GEOMETRODYNAMICS 5. ‘
- Page 308:
142 QUANTUM GEOMETRODYNAMICS where
- Page 312:
144 QUANTUM GEOMETRODYNAMICS perien
- Page 316:
146 QUANTUM GEOMETRODYNAMICS ∞∑
- Page 320:
148 QUANTUM GEOMETRODYNAMICS The
- Page 324:
150 QUANTUM GEOMETRODYNAMICS In ana
- Page 328:
152 QUANTUM GEOMETRODYNAMICS ∫ δ
- Page 332:
154 QUANTUM GEOMETRODYNAMICS fields
- Page 336:
156 QUANTUM GEOMETRODYNAMICS and π
- Page 340:
158 QUANTUM GEOMETRODYNAMICS where
- Page 344:
160 QUANTUM GEOMETRODYNAMICS n AA
- Page 348:
162 QUANTUM GEOMETRODYNAMICS The ti
- Page 352:
164 QUANTUM GEOMETRODYNAMICS H AA
- Page 356:
166 QUANTUM GEOMETRODYNAMICS natura
- Page 360:
168 QUANTUM GEOMETRODYNAMICS One ca
- Page 364:
170 QUANTUM GEOMETRODYNAMICS an exp
- Page 368:
172 QUANTUM GEOMETRODYNAMICS ∫
- Page 372:
174 QUANTUM GEOMETRODYNAMICS ] [Ĥg
- Page 376:
176 QUANTUM GEOMETRODYNAMICS Sectio
- Page 380:
178 QUANTUM GEOMETRODYNAMICS techni
- Page 384:
180 QUANTUM GEOMETRODYNAMICS Ñ ¾
- Page 388:
182 QUANTUM GRAVITY WITH CONNECTION
- Page 392:
184 QUANTUM GRAVITY WITH CONNECTION
- Page 396:
186 QUANTUM GRAVITY WITH CONNECTION
- Page 400:
188 QUANTUM GRAVITY WITH CONNECTION
- Page 404:
190 QUANTUM GRAVITY WITH CONNECTION
- Page 408:
192 QUANTUM GRAVITY WITH CONNECTION
- Page 412:
194 QUANTUM GRAVITY WITH CONNECTION
- Page 416:
196 QUANTUM GRAVITY WITH CONNECTION
- Page 420:
198 QUANTUM GRAVITY WITH CONNECTION
- Page 424:
200 QUANTIZATION OF BLACK HOLES to
- Page 428:
202 QUANTIZATION OF BLACK HOLES Tab
- Page 432:
204 QUANTIZATION OF BLACK HOLES rep
- Page 436:
206 QUANTIZATION OF BLACK HOLES The
- Page 440:
208 QUANTIZATION OF BLACK HOLES can
- Page 444:
210 QUANTIZATION OF BLACK HOLES Ash
- Page 448:
212 QUANTIZATION OF BLACK HOLES As
- Page 452:
214 QUANTIZATION OF BLACK HOLES Int
- Page 456:
216 QUANTIZATION OF BLACK HOLES whi
- Page 460:
218 QUANTIZATION OF BLACK HOLES clu
- Page 464:
220 QUANTIZATION OF BLACK HOLES Tak
- Page 468:
222 QUANTIZATION OF BLACK HOLES rad
- Page 472:
224 QUANTIZATION OF BLACK HOLES Â
- Page 476:
226 QUANTIZATION OF BLACK HOLES sec
- Page 480:
228 QUANTIZATION OF BLACK HOLES ψ
- Page 484:
230 QUANTIZATION OF BLACK HOLES The
- Page 488:
232 QUANTIZATION OF BLACK HOLES We
- Page 492:
234 QUANTIZATION OF BLACK HOLES and
- Page 496:
236 QUANTIZATION OF BLACK HOLES E =
- Page 500:
238 QUANTIZATION OF BLACK HOLES Thi
- Page 504:
240 QUANTIZATION OF BLACK HOLES log
- Page 508:
242 QUANTIZATION OF BLACK HOLES lg
- Page 512:
244 QUANTUM COSMOLOGY concerns in p
- Page 516:
246 QUANTUM COSMOLOGY 8.1.2 Quantiz
- Page 520:
248 QUANTUM COSMOLOGY so one might
- Page 524:
250 QUANTUM COSMOLOGY One recognize
- Page 528:
252 QUANTUM COSMOLOGY Whereas in th
- Page 532:
254 QUANTUM COSMOLOGY Fig. 8.2. Wav
- Page 536:
256 QUANTUM COSMOLOGY ) (− ∂2
- Page 540:
258 QUANTUM COSMOLOGY The second-or
- Page 544:
260 QUANTUM COSMOLOGY waves and are
- Page 548:
262 QUANTUM COSMOLOGY One could als
- Page 552:
264 QUANTUM COSMOLOGY Except in sim
- Page 556:
266 QUANTUM COSMOLOGY Time t Imagin
- Page 560:
268 QUANTUM COSMOLOGY from the no-b
- Page 564:
270 QUANTUM COSMOLOGY between ψ T
- Page 568:
272 QUANTUM COSMOLOGY 8.3.5 Symmetr
- Page 572:
274 QUANTUM COSMOLOGY where in the
- Page 576:
276 QUANTUM COSMOLOGY holonomies in
- Page 580:
278 QUANTUM COSMOLOGY for recollaps
- Page 584:
280 STRING THEORY 4. All ‘particl
- Page 588:
282 STRING THEORY H = 1 2 ∞∑ n=
- Page 592:
284 STRING THEORY D − 2 = 24 degr
- Page 596:
286 STRING THEORY The full action i
- Page 600:
288 STRING THEORY divergences of qu
- Page 604:
290 STRING THEORY We have already e
- Page 608:
292 STRING THEORY √ X µ R (σ−
- Page 612:
294 STRING THEORY (and beyond) for
- Page 616:
296 STRING THEORY details. We start
- Page 620:
298 STRING THEORY There exist two d
- Page 624:
300 STRING THEORY hole can form if
- Page 628:
302 STRING THEORY the metric is fla
- Page 632:
304 STRING THEORY account. We shall
- Page 636:
306 STRING THEORY holographic princ
- Page 640:
308 INTERPRETATION 10.1.1 Decoheren
- Page 644:
310 INTERPRETATION the quantum enta
- Page 648:
312 INTERPRETATION The time t that
- Page 652:
314 INTERPRETATION D(t|φ, φ ′ )
- Page 656:
316 INTERPRETATION For a massive mi
- Page 660:
318 INTERPRETATION which are dynami
- Page 664:
320 INTERPRETATION Although most of
- Page 668:
322 INTERPRETATION the existence of
- Page 672:
324 INTERPRETATION classical turnin
- Page 676:
326 INTERPRETATION quantum-gravitat
- Page 680:
328 REFERENCES Ashtekar, A. and Lew
- Page 684:
330 REFERENCES Barvinsky, A. O., Ka
- Page 688:
332 REFERENCES Bojowald, M. (2001b)
- Page 692:
334 REFERENCES Csordás, A. and Gra
- Page 696:
336 REFERENCES pp. 458-73. Birkhäu
- Page 700:
338 REFERENCES Giulini, D. (2003).
- Page 704:
340 REFERENCES Hawking, S. W. (1976
- Page 708:
342 REFERENCES Iwasaki, Y. (1971).
- Page 712:
344 REFERENCES http://www.livingrev
- Page 716:
346 REFERENCES Loll, R., Westra, W.
- Page 720:
348 REFERENCES Núñez, D., Quevedo
- Page 724:
350 REFERENCES Rosenfeld, L. (1963)
- Page 728:
352 REFERENCES Teitelboim, C. (1980
- Page 732:
354 REFERENCES Press, Cambridge. We
- Page 736:
This page intentionally left blank
- Page 740:
358 INDEX reduced, 309 deparametriz
- Page 744:
360 INDEX experimental tests, 325 i