Physical foundations of cosmology:
Saved in:
| Main Author: | |
|---|---|
| Format: | Book |
| Language: | English |
| Published: |
Cambridge [u.a.]
Cambridge Univ. Press
2005
|
| Edition: | 1. publ. |
| Subjects: | |
| Online Access: | Inhaltsverzeichnis |
| Physical Description: | XIX, 421 S. Ill., graph. Darst. |
| ISBN: | 9780521563987 0521563984 |
Staff View
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Record in the Search Index
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| adam_text | PHYSICAL FOUNDATIONS OF COSMOLOGY VIATCHESLAV MUKHANOV
LUDWIG-MAXIMILIANS- UNIVERSITDT MUNCHEN CAMBRIDGE UNIVERSITY PRESS
CONTENTS FOREWORD BY PROFESSOR ANDREI LINDE PAGE XI PREFACE XIV
ACKNOWLEDGEMENTS XVI UNITS AND CONVENTIONS XVII PART I HOMOGENEOUS
ISOTROPIC UNIVERSE 1 1 KINEMATICS AND DYNAMICS OF AN EXPANDING UNIVERSE
3 1.1 HUBBLE LAW 4 1.2 DYNAMICS OF DUST IN NEWTONIAN COSMOLOGY 8 1.2.1
CONTINUITY EQUATION 9 1.2.2 ACCELERATION EQUATION 9 1.2.3 NEWTONIAN
SOLUTIONS 10 1.3 FROM NEWTONIAN TO RELATIVISTIC COSMOLOGY 13 1.3.1
GEOMETRY OF AN HOMOGENEOUS, ISOTROPIC SPACE 14 1.3.2 THE EINSTEIN
EQUATIONS AND COSMIC EVOLUTION 19 1.3.3 FRIEDMANN EQUATIONS 22 1.3.4
CONFORMAL TIME AND RELATIVISTIC SOLUTIONS 24 1.3.5 MILNE UNIVERSE 27
1.3.6 DE SITTER UNIVERSE 29 2 PROPAGATION OF LIGHT AND HORIZONS 37 2.1
LIGHT GEODESIES 37 2.2 HORIZONS 38 2.3 CONFORMAL DIAGRAMS 41 2.4
REDSHIFT 55 2.4.1 REDSHIFT AS A MEASURE OF TIME AND DISTANCE 58 2.5
KINEMATIC TESTS 60 2.5.1 ANGULAR DIAMETER-REDSHIFT RELATION 60 2.5.2
LUMINOSITY-REDSHIFT RELATION 64 VI CONTENTS 2.5.3 NUMBER COUNTS 66 2.5.4
REDSHIFT EVOLUTION 67 3 THE HOT UNIVERSE 69 3.1 THE COMPOSITION OF THE
UNIVERSE 69 3.2 BRIEF THERMAL HISTORY 72 3.3 RUDIMENTS OF THERMODYNAMICS
74 3.3.1 MAXIMAL ENTROPY STATE, THERMAL SPECTRUM, CONSERVATION LAWS AND
CHEMICAL POTENTIALS 75 3.3.2 ENERGY DENSITY, PRESSURE AND THE EQUATION
OF STATE 79 3.3.3 CALCULATING INTEGRALS 82 3.3.4 ULTRA-RELATIVISTIC
PARTICLES 85 3.3.5 NONRELATIVISTIC PARTICLES 88 3.4 LEPTON ERA 89 3.4.1
CHEMICAL POTENTIALS 92 3.4.2 NEUTRINO DECOUPLING AND ELECTRON-POSITRON
ANNIHILATION 94 3.5 NUCLEOSYNTHESIS 97 3.5.1 FREEZE-OUT OF NEUTRONS 98
3.5.2 DEUTERIUM BOTTLENECK 104 3.5.3 HELIUM-4 108 3.5.4 DEUTERIUM 112
3.5.5 THE OTHER LIGHT ELEMENTS 117 3.6 RECOMBINATION - 120 3.6.1 HELIUM
RECOMBINATION 120 3.6.2 HYDROGEN RECOMBINATION: EQUILIBRIUM
CONSIDERATION 122 3.6.3 HYDROGEN RECOMBINATION: THE KINETIC APPROACH 123
4 THE VERY EARLY UNIVERSE 131 4.1 BASICS 132 4.1.1 LOCAL GAUGE
INVARIANCE 133 4.1.2 NON-ABELIAN GAUGE THEORIES 135 4.2 QUANTUM
CHROMODYNAMICS AND QUARK-GLUON PLASMA 138 4.2.1 RUNNING COUPLING
CONSTANT AND ASYMPTOTIC FREEDOM 141 4.2.2 COSMOLOGICAL QUARK-GLUON PHASE
TRANSITION 146 4.3 ELECTROWEAK THEORY 150 4.3.1 FERMION CONTENT 151
4.3.2 SPONTANEOUS BREAKING OF F/(L) SYMMETRY 153 4.3.3 GAUGE BOSONS
154 4.3.4 FERMION INTERACTIONS 158 4.3.5 FERMION MASSES 160 4.3.6 CP
VIOLATION 162 CONTENTS VII 4.4 SYMMETRY RESTORATION AND PHASE
TRANSITIONS 165 4.4.1 EFFECTIVE POTENTIAL 165 4.4.2 F/(L) MODEL 170
4.4.3 SYMMETRY RESTORATION AT HIGH TEMPERATURE 173 4.4.4 PHASE
TRANSITIONS 174 4.4.5 ELECTROWEAK PHASE TRANSITION 176 4.5 INSTANTONS,
SPHALERONS AND THE EARLY UNIVERSE 180 4.5.1 PARTICLE ESCAPE FROM A
POTENTIAL WELL 180 4.5.2 DECAY OF THE METASTABLE VACUUM 184 4.5.3 THE
VACUUM STRUCTURE OF GAUGE THEORIES 190 4.5.4 CHIRAL ANOMALY AND
NONCONSERVATION OF THE FERMION NUMBER 196 4.6 BEYOND THE STANDARD MODEL
199 4.6.1 DARK MATTER CANDIDATES 203 4.6.2 BARYOGENESIS 210 4.6.3
TOPOLOGICAL DEFECTS 216 5 INFLATION I: HOMOGENEOUS LIMIT 226 5.1 PROBLEM
OF INITIAL CONDITIONS 226 5.2 INFLATION: MAIN IDEA 229 5.3 HOW CAN
GRAVITY BECOME REPULSIVE ? 233 5.4 HOW TO REALIZE THE EQUATION OF STATE
P A *E 235 5.4.1 SIMPLE EXAMPLE: V = M 2 (P 2 . 236 5.4.2 GENERAL
POTENTIAL: SLOW-ROLL APPROXIMATION 241 5.5 PREHEATING AND REHEATING 243
5.5.1 ELEMENTARY THEORY 244 5.5.2 NARROW RESONANCE 245 5.5.3 BROAD
RESONANCE 249 5.5.4 IMPLICATIONS 255 5.6 MENU OF SCENARIOS 256 PART II
INHOMOGENEOUS UNIVERSE 26 3 6 GRAVITATIONAL INSTABILITY IN NEWTONIAN
THEORY 265 6.1 BASIC EQUATIONS / 266 6.2 JEANS THEORY 267 6.2.1
ADIABATIC PERTURBATIONS 269 6.2.2 VECTOR PERTURBATIONS 270 6.2.3 ENTROPY
PERTURBATIONS 270 6.3 INSTABILITY IN AN EXPANDING UNIVERSE 271 6.3.1
ADIABATIC PERTURBATIONS 273 6.3.2 VECTOR PERTURBATIONS 275 VIII CONTENTS
6.3.3 SELF-SIMILAR SOLUTION 275 6.3.4 COLD MATTER IN THE PRESENCE OF
RADIATION OR DARK ENERGY 276 6.4 BEYOND LINEAR APPROXIMATION 279 6.4.1
TOLMAN SOLUTION 281 6.4.2 ZEL DOVICH SOLUTION 283 6.4.3 COSMIC WEB 286 7
GRAVITATIONAL INSTABILITY IN GENERAL RELATIVITY 289 7.1 PERTURBATIONS
AND GAUGE-INVARIANT VARIABLES 290 7.1.1 CLASSIFICATION OF PERTURBATIONS
291 7.1.2 GAUGE TRANSFORMATIONS AND GAUGE-INVARIANT VARIABLES 292 7.1.3
COORDINATE SYSTEMS 295 7.2 EQUATIONS FOR COSMOLOGICAL PERTURBATIONS 297
7.3 HYDRODYNAMICAL PERTURBATIONS 299 7.3.1 SCALAR PERTURBATIONS 299
7.3.2 VECTOR AND TENSOR PERTURBATIONS 309 7.4 BARYON-RADIATION PLASMA
AND COLD DARK MATTER 310 7.4.1 EQUATIONS 311 7.4.2 EVOLUTION OF
PERTURBATIONS AND TRANSFER FUNCTIONS 314 8 INFLATION II: ORIGIN OF THE
PRIMORDIAL INHOMOGENEITIES 322 8.1 CHARACTERIZING PERTURBATIONS 323 8.2
PERTURBATIONS ON INFLATION (SLOW-ROLL APPROXIMATION) 325 8.2.1 INSIDE
THE HUBBLE SCALE 327 8.2.2 THE SPECTRUM OF GENERATED PERTURBATIONS 329
8.2.3 WHY DO WE NEED INFLATION? ~ 332 8.3 QUANTUM COSMOLOGICAL
PERTURBATIONS 334 8.3.1 EQUATIONS 335 8.3.2 CLASSICAL SOLUTIONS 337
8.3.3 QUANTIZING PERTURBATIONS 340 8.4 GRAVITATIONAL WAVES FROM
INFLATION 348 8.5 SELF-REPRODUCTION OF THE UNIVERSE 352 8.6 INFLATION AS
A THEORY WITH PREDICTIVE POWER 354 9 COSMIC MICROWAVE BACKGROUND
ANISOTROPIES 356 9.1 BASICS 357 9.2 SACHS-WOLFE EFFECT 360 9.3 INITIAL
CONDITIONS ~ 363 9.4 CORRELATION FUNCTION AND MULTIPOLES 365 9.5
ANISOTROPIES ON LARGE ANGULAR SCALES 367 9.6 DELAYED RECOMBINATION AND
THE FINITE THICKNESS EFFECT 369 9.7 ANISOTROPIES ON SMALL ANGULAR SCALES
374 9.7.1 TRANSFER FUNCTIONS 374 CONTENTS IX 9.7.2 MULTIPOLE MOMENTS 377
9.7.3 PARAMETERS 379 9.7.4 CALCULATING THE SPECTRUM 382 9.8 DETERMINING
COSMIC PARAMETERS 385 9.9 GRAVITATIONAL WAVES 391 9.10 POLARIZATION OF
THE COSMIC MICROWAVE BACKGROUND 395 9.10.1 POLARIZATION TENSOR 396
9.10.2 THOMSON SCATTERING AND POLARIZATION 398 9.10.3 DELAYED
RECOMBINATION AND POLARIZATION 400 9.10.4 E AND B POLARIZATION MODES AND
CORRELATION FUNCTIONS 402 9.11 REIONIZATION 407 BIBLIOGRAPHY 410
EXPANDING UNIVERSE (CHAPTERS 1 AND 2) 410 HOT UNIVERSE AND
NUCLEOSYNTHESIS (CHAPTER 3) 411 PARTICLE PHYSICS AND EARLY UNIVERSE
(CHAPTER 4) 412 INFLATION (CHAPTERS 5 AND 8) 414 GRAVITATIONAL
INSTABILITY (CHAPTERS 6 AND 7) 416 CMB FLUCTUATIONS (CHAPTER 9) 417
INDEX 419
|
| adam_txt |
PHYSICAL FOUNDATIONS OF COSMOLOGY VIATCHESLAV MUKHANOV
LUDWIG-MAXIMILIANS- UNIVERSITDT MUNCHEN CAMBRIDGE UNIVERSITY PRESS
CONTENTS FOREWORD BY PROFESSOR ANDREI LINDE PAGE XI PREFACE XIV
ACKNOWLEDGEMENTS XVI UNITS AND CONVENTIONS XVII PART I HOMOGENEOUS
ISOTROPIC UNIVERSE 1 1 KINEMATICS AND DYNAMICS OF AN EXPANDING UNIVERSE
3 1.1 HUBBLE LAW 4 1.2 DYNAMICS OF DUST IN NEWTONIAN COSMOLOGY 8 1.2.1
CONTINUITY EQUATION 9 1.2.2 ACCELERATION EQUATION 9 1.2.3 NEWTONIAN
SOLUTIONS 10 1.3 FROM NEWTONIAN TO RELATIVISTIC COSMOLOGY 13 1.3.1
GEOMETRY OF AN HOMOGENEOUS, ISOTROPIC SPACE 14 1.3.2 THE EINSTEIN
EQUATIONS AND COSMIC EVOLUTION 19 1.3.3 FRIEDMANN EQUATIONS 22 1.3.4
CONFORMAL TIME AND RELATIVISTIC SOLUTIONS 24 1.3.5 MILNE UNIVERSE 27
1.3.6 DE SITTER UNIVERSE 29 2 PROPAGATION OF LIGHT AND HORIZONS 37 2.1
LIGHT GEODESIES 37 2.2 HORIZONS 38 2.3 CONFORMAL DIAGRAMS 41 2.4
REDSHIFT 55 2.4.1 REDSHIFT AS A MEASURE OF TIME AND DISTANCE 58 2.5
KINEMATIC TESTS 60 2.5.1 ANGULAR DIAMETER-REDSHIFT RELATION 60 2.5.2
LUMINOSITY-REDSHIFT RELATION 64 VI CONTENTS 2.5.3 NUMBER COUNTS 66 2.5.4
REDSHIFT EVOLUTION 67 3 THE HOT UNIVERSE 69 3.1 THE COMPOSITION OF THE
UNIVERSE 69 3.2 BRIEF THERMAL HISTORY 72 3.3 RUDIMENTS OF THERMODYNAMICS
74 3.3.1 MAXIMAL ENTROPY STATE, THERMAL SPECTRUM, CONSERVATION LAWS AND
CHEMICAL POTENTIALS 75 3.3.2 ENERGY DENSITY, PRESSURE AND THE EQUATION
OF STATE 79 3.3.3 CALCULATING INTEGRALS 82 3.3.4 ULTRA-RELATIVISTIC
PARTICLES 85 3.3.5 NONRELATIVISTIC PARTICLES 88 3.4 LEPTON ERA 89 3.4.1
CHEMICAL POTENTIALS 92 3.4.2 NEUTRINO DECOUPLING AND ELECTRON-POSITRON
ANNIHILATION 94 3.5 NUCLEOSYNTHESIS 97 3.5.1 FREEZE-OUT OF NEUTRONS 98
3.5.2 "DEUTERIUM BOTTLENECK" 104 3.5.3 HELIUM-4 108 3.5.4 DEUTERIUM 112
3.5.5 THE OTHER LIGHT ELEMENTS 117 3.6 RECOMBINATION - 120 3.6.1 HELIUM
RECOMBINATION 120 3.6.2 HYDROGEN RECOMBINATION: EQUILIBRIUM
CONSIDERATION 122 3.6.3 HYDROGEN RECOMBINATION: THE KINETIC APPROACH 123
4 THE VERY EARLY UNIVERSE 131 4.1 BASICS 132 4.1.1 LOCAL GAUGE
INVARIANCE 133 4.1.2 NON-ABELIAN GAUGE THEORIES 135 4.2 QUANTUM
CHROMODYNAMICS AND QUARK-GLUON PLASMA 138 4.2.1 RUNNING COUPLING
CONSTANT AND ASYMPTOTIC FREEDOM 141 4.2.2 COSMOLOGICAL QUARK-GLUON PHASE
TRANSITION 146 4.3 ELECTROWEAK THEORY 150 4.3.1 FERMION CONTENT 151
4.3.2 "SPONTANEOUS BREAKING" OF F/(L) SYMMETRY 153 4.3.3 GAUGE BOSONS
154 4.3.4 FERMION INTERACTIONS 158 4.3.5 FERMION MASSES 160 4.3.6 CP
VIOLATION 162 CONTENTS VII 4.4 "SYMMETRY RESTORATION" AND PHASE
TRANSITIONS 165 4.4.1 EFFECTIVE POTENTIAL 165 4.4.2 F/(L) MODEL 170
4.4.3 SYMMETRY RESTORATION AT HIGH TEMPERATURE 173 4.4.4 PHASE
TRANSITIONS 174 4.4.5 ELECTROWEAK PHASE TRANSITION 176 4.5 INSTANTONS,
SPHALERONS AND THE EARLY UNIVERSE 180 4.5.1 PARTICLE ESCAPE FROM A
POTENTIAL WELL 180 4.5.2 DECAY OF THE METASTABLE VACUUM 184 4.5.3 THE
VACUUM STRUCTURE OF GAUGE THEORIES 190 4.5.4 CHIRAL ANOMALY AND
NONCONSERVATION OF THE FERMION NUMBER 196 4.6 BEYOND THE STANDARD MODEL
199 4.6.1 DARK MATTER CANDIDATES 203 4.6.2 BARYOGENESIS 210 4.6.3
TOPOLOGICAL DEFECTS 216 5 INFLATION I: HOMOGENEOUS LIMIT 226 5.1 PROBLEM
OF INITIAL CONDITIONS 226 5.2 INFLATION: MAIN IDEA 229 5.3 HOW CAN
GRAVITY BECOME "REPULSIVE"? 233 5.4 HOW TO REALIZE THE EQUATION OF STATE
P A *E 235 5.4.1 SIMPLE EXAMPLE: V = \M 2 (P 2 . 236 5.4.2 GENERAL
POTENTIAL: SLOW-ROLL APPROXIMATION 241 5.5 PREHEATING AND REHEATING 243
5.5.1 ELEMENTARY THEORY 244 5.5.2 NARROW RESONANCE 245 5.5.3 BROAD
RESONANCE 249 5.5.4 IMPLICATIONS 255 5.6 "MENU" OF SCENARIOS 256 PART II
INHOMOGENEOUS UNIVERSE 26 3 6 GRAVITATIONAL INSTABILITY IN NEWTONIAN
THEORY 265 6.1 BASIC EQUATIONS / 266 6.2 JEANS THEORY 267 6.2.1
ADIABATIC PERTURBATIONS 269 6.2.2 VECTOR PERTURBATIONS 270 6.2.3 ENTROPY
PERTURBATIONS 270 6.3 INSTABILITY IN AN EXPANDING UNIVERSE 271 6.3.1
ADIABATIC PERTURBATIONS 273 6.3.2 VECTOR PERTURBATIONS 275 VIII CONTENTS
6.3.3 SELF-SIMILAR SOLUTION 275 6.3.4 COLD MATTER IN THE PRESENCE OF
RADIATION OR DARK ENERGY 276 6.4 BEYOND LINEAR APPROXIMATION 279 6.4.1
TOLMAN SOLUTION 281 6.4.2 ZEL'DOVICH SOLUTION 283 6.4.3 COSMIC WEB 286 7
GRAVITATIONAL INSTABILITY IN GENERAL RELATIVITY 289 7.1 PERTURBATIONS
AND GAUGE-INVARIANT VARIABLES 290 7.1.1 CLASSIFICATION OF PERTURBATIONS
291 7.1.2 GAUGE TRANSFORMATIONS AND GAUGE-INVARIANT VARIABLES 292 7.1.3
COORDINATE SYSTEMS 295 7.2 EQUATIONS FOR COSMOLOGICAL PERTURBATIONS 297
7.3 HYDRODYNAMICAL PERTURBATIONS 299 7.3.1 SCALAR PERTURBATIONS 299
7.3.2 VECTOR AND TENSOR PERTURBATIONS 309 7.4 BARYON-RADIATION PLASMA
AND COLD DARK MATTER 310 7.4.1 EQUATIONS 311 7.4.2 EVOLUTION OF
PERTURBATIONS AND TRANSFER FUNCTIONS 314 8 INFLATION II: ORIGIN OF THE
PRIMORDIAL INHOMOGENEITIES 322 8.1 CHARACTERIZING PERTURBATIONS 323 8.2
PERTURBATIONS ON INFLATION (SLOW-ROLL APPROXIMATION) 325 8.2.1 INSIDE
THE HUBBLE SCALE 327 8.2.2 THE SPECTRUM OF GENERATED PERTURBATIONS 329
8.2.3 WHY DO WE NEED INFLATION? ~ 332 8.3 QUANTUM COSMOLOGICAL
PERTURBATIONS 334 8.3.1 EQUATIONS 335 8.3.2 CLASSICAL SOLUTIONS 337
8.3.3 QUANTIZING PERTURBATIONS 340 8.4 GRAVITATIONAL WAVES FROM
INFLATION 348 8.5 SELF-REPRODUCTION OF THE UNIVERSE 352 8.6 INFLATION AS
A THEORY WITH PREDICTIVE POWER 354 9 COSMIC MICROWAVE BACKGROUND
ANISOTROPIES 356 9.1 BASICS 357 9.2 SACHS-WOLFE EFFECT 360 9.3 INITIAL
CONDITIONS ~' 363 9.4 CORRELATION FUNCTION AND MULTIPOLES 365 9.5
ANISOTROPIES ON LARGE ANGULAR SCALES 367 9.6 DELAYED RECOMBINATION AND
THE FINITE THICKNESS EFFECT 369 9.7 ANISOTROPIES ON SMALL ANGULAR SCALES
374 9.7.1 TRANSFER FUNCTIONS 374 CONTENTS IX 9.7.2 MULTIPOLE MOMENTS 377
9.7.3 PARAMETERS 379 9.7.4 CALCULATING THE SPECTRUM 382 9.8 DETERMINING
COSMIC PARAMETERS 385 9.9 GRAVITATIONAL WAVES 391 9.10 POLARIZATION OF
THE COSMIC MICROWAVE BACKGROUND 395 9.10.1 POLARIZATION TENSOR 396
9.10.2 THOMSON SCATTERING AND POLARIZATION 398 9.10.3 DELAYED
RECOMBINATION AND POLARIZATION 400 9.10.4 E AND B POLARIZATION MODES AND
CORRELATION FUNCTIONS 402 9.11 REIONIZATION 407 BIBLIOGRAPHY 410
EXPANDING UNIVERSE (CHAPTERS 1 AND 2) 410 HOT UNIVERSE AND
NUCLEOSYNTHESIS (CHAPTER 3) 411 PARTICLE PHYSICS AND EARLY UNIVERSE
(CHAPTER 4) 412 INFLATION (CHAPTERS 5 AND 8) 414 GRAVITATIONAL
INSTABILITY (CHAPTERS 6 AND 7) 416 CMB FLUCTUATIONS (CHAPTER 9) 417
INDEX 419 |
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| author | Mukhanov, Viatcheslav F. |
| author_GND | (DE-588)131984047 |
| author_facet | Mukhanov, Viatcheslav F. |
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| author_sort | Mukhanov, Viatcheslav F. |
| author_variant | v f m vf vfm |
| building | Verbundindex |
| bvnumber | BV020864853 |
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| callnumber-subject | QB - Astronomy |
| classification_rvk | US 2000 |
| classification_tum | PHY 980f |
| ctrlnum | (OCoLC)61440784 (DE-599)BVBBV020864853 |
| dewey-full | 523.1 |
| dewey-hundreds | 500 - Natural sciences and mathematics |
| dewey-ones | 523 - Specific celestial bodies and phenomena |
| dewey-raw | 523.1 |
| dewey-search | 523.1 |
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| dewey-tens | 520 - Astronomy and allied sciences |
| discipline | Physik |
| discipline_str_mv | Physik |
| edition | 1. publ. |
| format | Book |
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| genre | (DE-588)4123623-3 Lehrbuch gnd-content |
| genre_facet | Lehrbuch |
| id | DE-604.BV020864853 |
| illustrated | Illustrated |
| index_date | 2024-07-02T13:24:08Z |
| indexdate | 2024-07-09T20:26:59Z |
| institution | BVB |
| isbn | 9780521563987 0521563984 |
| language | English |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-014186698 |
| oclc_num | 61440784 |
| open_access_boolean | |
| owner | DE-20 DE-91G DE-BY-TUM DE-19 DE-BY-UBM DE-703 DE-83 DE-11 |
| owner_facet | DE-20 DE-91G DE-BY-TUM DE-19 DE-BY-UBM DE-703 DE-83 DE-11 |
| physical | XIX, 421 S. Ill., graph. Darst. |
| publishDate | 2005 |
| publishDateSearch | 2005 |
| publishDateSort | 2005 |
| publisher | Cambridge Univ. Press |
| record_format | marc |
| spelling | Mukhanov, Viatcheslav F. Verfasser (DE-588)131984047 aut Physical foundations of cosmology Viatcheslav Mukhanov 1. publ. Cambridge [u.a.] Cambridge Univ. Press 2005 XIX, 421 S. Ill., graph. Darst. txt rdacontent n rdamedia nc rdacarrier Cosmologie Théorie quantique Univers inflatoire Quantentheorie Cosmology Inflationary universe Quantum theory Kosmologie (DE-588)4114294-9 gnd rswk-swf (DE-588)4123623-3 Lehrbuch gnd-content Kosmologie (DE-588)4114294-9 s DE-604 HEBIS Datenaustausch Darmstadt application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=014186698&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Mukhanov, Viatcheslav F. Physical foundations of cosmology Cosmologie Théorie quantique Univers inflatoire Quantentheorie Cosmology Inflationary universe Quantum theory Kosmologie (DE-588)4114294-9 gnd |
| subject_GND | (DE-588)4114294-9 (DE-588)4123623-3 |
| title | Physical foundations of cosmology |
| title_auth | Physical foundations of cosmology |
| title_exact_search | Physical foundations of cosmology |
| title_exact_search_txtP | Physical foundations of cosmology |
| title_full | Physical foundations of cosmology Viatcheslav Mukhanov |
| title_fullStr | Physical foundations of cosmology Viatcheslav Mukhanov |
| title_full_unstemmed | Physical foundations of cosmology Viatcheslav Mukhanov |
| title_short | Physical foundations of cosmology |
| title_sort | physical foundations of cosmology |
| topic | Cosmologie Théorie quantique Univers inflatoire Quantentheorie Cosmology Inflationary universe Quantum theory Kosmologie (DE-588)4114294-9 gnd |
| topic_facet | Cosmologie Théorie quantique Univers inflatoire Quantentheorie Cosmology Inflationary universe Quantum theory Kosmologie Lehrbuch |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=014186698&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
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