| Preface | xiii |
| 1 The Cosmological Parameters | 1 |
| 1.1 Introduction | 1 |
| 1.2 Why Measure the Parameters? | 2 |
| 1.2.1 Testing the Physics | 2 |
| 1.2.2 How Will It All End? | 7 |
| 1.3 The State of the Measurements | 11 |
| 1.4 Cosmology for the Next Generation | 17 |
| 2 In the Beginning... | 25 |
| 2.1 The Future Fate of Cosmology | 25 |
| 2.2 Testing Inflation | 27 |
| 2.3 The Power of the Cosmic Microwave Background | 28 |
| 2.4 Cosmic Concordance | 35 |
| 2.5 A New Age? | 40 |
| 3 Understanding Data Better with Bayesian
and Global Statistical Methods | 49 |
| 3.1 Introduction | 49 |
| 3.2 Combining Experimental Measurements | 50 |
| 3.3 Bayesian Combination of
Incompatible Measurements | 51 |
| 3.4 Another Variant of the Method | 56 |
| 3.5 Results for the Hubble Constant | 56 |
| 3.6 Conclusion | 59 |
| 4 Large-Scale Structure in the Universe | 61 |
| 4.1 Introduction | 61 |
| 4.2 Clustering and Large-Scale Structure | 65 |
| 4.2.1 Galaxies and Large-Scale Structure | 65 |
| 4.2.2 Clusters and Large-Scale Structure | 69 |
| 4.3 Peculiar Motions on Large Scales | 74 |
| 4.4 Dark Matter and Baryons in
Clusters of Galaxies | 79 |
4.5 Is < 1? |
81 |
| 4.6 The SDSS and Large-Scale Structure | 82 |
| 4.6.1 The Sloan Digital Sky Survey | 82 |
| 4.6.2 Clusters of Galaxies | 83 |
| 4.7 Summary | 86 |
| 5 Unsolved Problems in Gravitational Lensing | 93 |
| 5.1 Introduction | 94 |
| 5.2 Gravitational Lens Optics | 94 |
| 5.3 The Problems | 98 |
| 5.3.1 How Old Is the Universe? | 98 |
| 5.3.2 What Is the Shape of the Universe? | 101 |
| 5.3.3 What Is the Large Scale Distribution of Matter?
| 101 |
| 5.3.4 How Are Rich Clusters of Galaxies
Formed? |
102 |
| 5.3.5 When Did Galaxies Form and How Did They Evolve?
| 105 |
| 5.3.6 How Big Are Galaxies? | 106 |
| 5.3.7 Of What Are Galaxies Made? | 107 |
| 5.3.8 How Big Are AGN Ultraviolet Emission Regions?
| 107 |
| 5.4 How Many More Surprises Will
Gravitational Lenses Provide? | 108 |
| 6 What Can Be Learned from Numerical
Simulations of Cosmology | 115 |
| 6.1 Introduction | 116 |
| 6.2 Simulation Methods | 119 |
| 6.2.1 Specification of Models | 119 |
| 6.2.2 Physical Processes and Numerical Methods |
122 |
| 6.3 Results: Comparison with Observations | 126 |
| 6.3.1 Hot Components | 126 |
| 6.3.2 Warm Components | 127 |
| 6.3.3 Cold Condensed Components | 128 |
| 6.4 Conclusions, Prospects, and More Questions | 129 |
| 7 The Centers of Elliptical Galaxies | 137 |
| 7.1 Introduction | 137 |
| 7.1.1 Black Holes and Quasars | 138 |
| 7.1.2 The Sphere of Influence | 139 |
| 7.1.3 Cores and Cusps | 140 |
| 7.2 Photometry | 142 |
| 7.2.1 The Peebles-Young Model | 145 |
| 7.3 Kinematic Evidence for Central Black
Holes | 147 |
| 7.4 Physical Processes | 148 |
| 7.5 Summary | 152 |
| 8 The Morphological Evolution of Galaxies | 159 |
| 8.1 Introduction | 159 |
| 8.2 Early Formation of Massive Ellipticals | 161 |
| 8.3 Slow Evolution of Massive Disk Galaxies | 164 |
| 8.4 Redshift Surveys and the
Dwarf-Dominated Universe |
166 |
| 8.5 Faint Galaxy Morphologies from HST | 170 |
| 8.6 Conclusions | 174 |
| 9 Quasars | 181 |
| 9.1 Quasars and the End of the `Dark Age' | 181 |
| 9.2 The Relation of AGNs to the
Central Bulges of Galaxies | 183 |
| 9.3 Quasars and Their Remnants: Probes
of General Relativity? | 186 |
| 9.3.1 Dead Quasars in Nearby Galaxies | 186 |
| 9.3.2 Do These Holes Have a Kerr Metric? | 187 |
| 10 Solar Neutrinos: Solved and Unsolved
Problems | 195 |
| 10.1 Why Study Solar Neutrinos? | 195 |
| 10.2 What Does the Combined Standard
Model Tell Us About Solar Neutrinos? | 198 |
| 10.2.1 The Combined Standard Model | 198 |
| 10.2.2 The Solar Neutrino Spectrum | 200 |
| 10.3 Why Are the Predicted Neutrino
Fluxes Robust? | 201 |
| 10.4 What Are the Three Solar Neutrino
Problems? | 202 |
| 10.4.1 Calculated versus Observed
Chlorine Rate | 203 |
| 10.4.2 Incompatibility of Chlorine
and Water (Kamiokande) Experiments | 204 |
| 10.4.3 Gallium Experiments: No Room for 7Be Neutrinos | 205 |
| 10.5 What Have We Learned? | 206 |
| 10.5.1 About Astronomy | 206 |
| 10.5.2 About Physics | 208 |
| 10.6 What Next? | 209 |
| 10.6.1 Solvable Problems in Physics | 209 |
| 10.6.2 Solvable Problems in Astronomy | 212 |
| 10.7 Summary | 217 |
| 11 Particle Dark Matter | 221 |
| 11.1 Introduction: Three Arguments for
Non-Baryonic Dark Matter | 221 |
| 11.2 The Case for Non-baryonic Matter | 222 |
| 11.2.1 We've Looked for Baryonic Dark Matter
and Failed | 222 |
| 11.2.2 We
Can't Seem To Make the Observed Large-Scale
Structure with Baryons | 223 |
| 11.2.3
Dynamical Mass Is Much Larger than Big Bang Nucleosynthesis Allows | 224 |
| 11.3 Neutrinos As Dark Matter | 225 |
| 11.3.1 Detecting Massive Neutrinos | 226 |
| 11.4 WIMPs | 227 |
| 11.4.1 Searching for WIMPs | 228 |
| 11.4.2 Indirect WIMP Detection | 230 |
| 11.4.3 What Is To Be Done? | 231 |
| 11.5 Axions | 231 |
| 11.6 Conclusions | 233 |
| 12 Stars in the Milky Way and Other Galaxies |
241 |
| 12.1 Introduction | 241 |
| 12.2 Recent Star Count Results | 241 |
| 12.3 Microlensing and Star Counts | 243 |
| 12.4 Disk Dark Matter: Still a Question | 243 |
| 12.5 Mystery of the Long Events | 244 |
| 12.6 Proper Motions from EROS II | 245 |
| 12.7 Pixel Lensing: Stellar Mass
Functions in Other Galaxies | 246 |
| 12.8 Star Formation History of the Universe | 248 |
| 12.9 Conclusions | 249 |
| 13 Searching for MACHOs with Microlensing |
253 |
| 13.1 Introduction | 253 |
| 13.2 The Gravitational Microlens | 254 |
| 13.3 The "Macho Fraction"
in the Galactic Halo | 256 |
| 13.4 The Experimental Situation | 258 |
| 13.5 Next Generation Experiments | 260 |
| 13.5.1 What Can Be Achieved from the Ground? | 260 |
| 13.5.2 Observing Macho Parallax | 261 |
| 13.6 Working on Gravitational Microlensing | 263 |
| 13.7 Summary | 264 |
| 13.7.1 What We Know Now | 264 |
| 13.7.2 What We Will Learn from Current Experiments
| 264 |
| 13.7.3 Next Generation Experiments | 264 |
| 13.8 Late Breaking News | 265 |
| 14 Globally Asymmetric Supernova |
269 |
| 14.1 Introduction | 269 |
| 14.1.1 Preamble | 269 |
| 14.1.2 Evidence for Asymmetry | 270 |
| 14.1.3 State of the Art | 271 |
| 14.2 Instability During Core Collapse | 272 |
| 14.2.1 Accomplishments | 273 |
| 14.2.2 Future Directions | 273 |
| 14.3 Overstable Core g-Modes | 274 |
| 14.3.1 Accomplishments | 275 |
| 14.3.2 Future Directions | 276 |
| 14.3.3 Turbulent Excitation of g-Modes |
277 |
| 15 In and around Neutron Stars | 281 |
| 15.1 Introduction | 281 |
| 15.2 Superfluid-Superconductor
Interactions in a Neutron Star Core | 284 |
| 15.3 The Stellar Crust | 288 |
| 15.4 Spun-up Neutron Stars | 289 |
| 15.5 Spinning-down Radiopulsars | 293 |
| 15.6 Glitches of Radiopulsar Spin Periods | 294 |
| 16 Accretion Flows around Black Holes | 301 |
| 16.1 Introduction | 301 |
16.2 X-rays and -rays from Accreting
Black Holes | 302 |
| 16.3 Hot Accretion Flow Models | 304 |
| 16.3.1 Corona Models | 305 |
| 16.3.2 SLE Two-Temperature Model | 306 |
| 16.3.3 Optically-Thin Advection-Dominated Model |
306 |
| 16.4 Directions for Future Research | 311 |
| 16.4.1 Unresolved Theoretical Issues | 311 |
| 16.4.2 Clues from Observations of Black Hole XRBs |
313 |
| 16.4.3 Black Holes versus Neutron Stars | 315 |
| 16.5 Conclusion | 316 |
| 17 The Highest Energy Cosmic Rays | 325 |
| 17.1 Introduction | 325 |
| 17.2 Review of Existing Data on the
Highest Energy Cosmic Rays | 327 |
17.3 Acceleration and Transport of the
Cosmic Rays 1019 eV | 329 |
| 17.4 The Big Events | 332 |
| 17.5 The Auger Project | 335 |
| 17.6 What Can We Learn from Two Large
Surface Arrays? |
337 |
| 17.7 Should a Student Work on This Problem? | 338 |
| 17.8 Final Remark | 339 |
| 18 Toward Understanding Gamma-Ray Bursts | 343 |
| 18.1 Introduction | 343 |
| 18.2 Observations | 344 |
| 18.2.1 Observational Open Questions | 348 |
| 18.3 A Brief Summary | 348 |
| 18.4 Where? | 349 |
| 18.5 How? | 349 |
| 18.5.1 The Compactness Problem | 350 |
| 18.5.2 Relativistic Motion | 351 |
| 18.5.3 Slowing Down of Relativistic Particles |
354 |
| 18.5.4 The Acceleration Mechanism? | 362 |
| 18.6 What? | 364 |
| 18.6.1 What Do We Need from the Internal Engine? |
364 |
| 18.6.2 Coincidences and Other Astronomical Hints |
365 |
| 18.7 Why? | 367 |
| 18.8 Conclusions | 369 |
| 18.9 Some Open Questions | 369 |