Introduction to Quantum Field Theory with Applications to Quantum Gravity
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Introduction to Quantum Field Theory with Applications to Quantum Gravity
Shapiro, Ilya; Buchbinder, Iosif L.
Oxford University Press
03/2021
544
Dura
Inglês
9780198838319
15 a 20 dias
1216
Descrição não disponível.
PART I INTRODUCTION TO QUANTUM FIELD THEORY
1: Introduction
2: Relativistic Symmetry
3: Lagrange formalism in field theory
4: Field Models
5: Canonical Quantization of Free Fields
6: Scattering Matrix and Green Functions
7: Functional Integrals
8: Perturbation Theory
9: Renormalization
10: Quantum Gauge Theories
PART II SEMICLASSICAL AND QUANTUM GRAVITY MODELS
11: Brief Review of General Relativity.
12: Classical fields in curved spacetime
13: Quantum fields in curved spacetime: renormalization
14: One-loop divergences
15: Renormalization group in curved space
16: Non-local form factors in flat and curved spacetime
17: Conformal anomaly and anomaly-induced action
18: General Notions of Perturbative Quantum Gravity
19: Massive ghosts in higher derivative models
20: One-loop renormalization in quantum gravity
21: Renormalization group in perturbative quantum gravity
22: Induced gravity approach
23: Final remarks on Part II
References
1: Introduction
2: Relativistic Symmetry
3: Lagrange formalism in field theory
4: Field Models
5: Canonical Quantization of Free Fields
6: Scattering Matrix and Green Functions
7: Functional Integrals
8: Perturbation Theory
9: Renormalization
10: Quantum Gauge Theories
PART II SEMICLASSICAL AND QUANTUM GRAVITY MODELS
11: Brief Review of General Relativity.
12: Classical fields in curved spacetime
13: Quantum fields in curved spacetime: renormalization
14: One-loop divergences
15: Renormalization group in curved space
16: Non-local form factors in flat and curved spacetime
17: Conformal anomaly and anomaly-induced action
18: General Notions of Perturbative Quantum Gravity
19: Massive ghosts in higher derivative models
20: One-loop renormalization in quantum gravity
21: Renormalization group in perturbative quantum gravity
22: Induced gravity approach
23: Final remarks on Part II
References
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PART I INTRODUCTION TO QUANTUM FIELD THEORY
1: Introduction
2: Relativistic Symmetry
3: Lagrange formalism in field theory
4: Field Models
5: Canonical Quantization of Free Fields
6: Scattering Matrix and Green Functions
7: Functional Integrals
8: Perturbation Theory
9: Renormalization
10: Quantum Gauge Theories
PART II SEMICLASSICAL AND QUANTUM GRAVITY MODELS
11: Brief Review of General Relativity.
12: Classical fields in curved spacetime
13: Quantum fields in curved spacetime: renormalization
14: One-loop divergences
15: Renormalization group in curved space
16: Non-local form factors in flat and curved spacetime
17: Conformal anomaly and anomaly-induced action
18: General Notions of Perturbative Quantum Gravity
19: Massive ghosts in higher derivative models
20: One-loop renormalization in quantum gravity
21: Renormalization group in perturbative quantum gravity
22: Induced gravity approach
23: Final remarks on Part II
References
1: Introduction
2: Relativistic Symmetry
3: Lagrange formalism in field theory
4: Field Models
5: Canonical Quantization of Free Fields
6: Scattering Matrix and Green Functions
7: Functional Integrals
8: Perturbation Theory
9: Renormalization
10: Quantum Gauge Theories
PART II SEMICLASSICAL AND QUANTUM GRAVITY MODELS
11: Brief Review of General Relativity.
12: Classical fields in curved spacetime
13: Quantum fields in curved spacetime: renormalization
14: One-loop divergences
15: Renormalization group in curved space
16: Non-local form factors in flat and curved spacetime
17: Conformal anomaly and anomaly-induced action
18: General Notions of Perturbative Quantum Gravity
19: Massive ghosts in higher derivative models
20: One-loop renormalization in quantum gravity
21: Renormalization group in perturbative quantum gravity
22: Induced gravity approach
23: Final remarks on Part II
References
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.