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Englisch
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Kategorien:
Beschreibung
- •
• 2: Dynamics and invariance transformations
• 3: Small disturbances and Green's functions
• 4: The Peierls bracket
• 5: Finite disturbances. Tree theorems. Asymptotic fields.
• 6: Conservation laws
• The Heuristic Road to Quantization. The Quantum Formalism and Its Interpretation
• 8: Quantum theory of measurement
• 9: Interpretation of the quantum formalism I
• 10: The Schwinger variational principle
• 11: The quantum mechanics of standard canonical systems
• 12: Interpretation of the quantum formalism II
• Evaluation and Approximation of Feynman Functional Integrals
• 14: Approximation and evaluation of the path integral
• 15: The nonrelativistic particle in a curved space
• 16: The heat kernel
• Linear Systems
• 18: Quantization of linear boson fields
• 19: Linear fermion fields. Stationary backgrounds.
• 20: Quantization of linear fermion fields
• 21: Linear fields in nonstationary backgrounds
• 22: Linear (or linearized) fields possessing invariant flows
• Nonlinear Fields
• 24: Gauge theories I. General formalism.
• 25: Gauge theories II. Background Field Methods. Scattering Theory.
• 26: Case-I gauge theory without ghosts. Description of cases II and III.
• Tools for Quantum Field Theory. Applications
• 28: Vacuum currents. Anomalies.
• 29: More vacuum phenomena
• 30: Black hole vacua. Hawking radiation.
• 31: The closed-time-path or 'in-in' formalism
• Special Topics
• 33: Canonical transformations. Space inversion and time reversal.
• 34: Quantum electrodynamics
• 35: The Yang-Mills and gravitational fields
• Simple Illustrative Examples
• X1: A simple Fermi system
• X2: A Fermi doublet
• X3: Fermi multiplet
• X4: The Fermi oscillator
• X5: The Bose oscillator
• X6: A fourth-order system
• X7: A model for ghosts
• X8: Free scalar field in flat spacetime
• X9: Massive vector field in four dimensional flat spacetime
• X10: Massive antisymmetric tensor field
• X11: Massive symmetric tensor field in flat spacetime
• X12: Massive spinor field in flat spacetime
• X13: Massive spin-3/2 field in flat spacetime
• X14: Elecromagnetic field in flat spacetime
• X15: Massless symmetric tensor field in flat spacetime
• X16: Massless spinor field in four dimensional flat spacetime
• X17: Massless spin-3/2 field in four dimensional
- •
• 2: Dynamics and invariance transformations
• 3: Small disturbances and Green's functions
• 4: The Peierls bracket
• 5: Finite disturbances. Tree theorems. Asymptotic fields.
• 6: Conservation laws
• The Heuristic Road to Quantization. The Quantum Formalism and Its Interpretation
• 8: Quantum theory of measurement
• 9: Interpretation of the quantum formalism I
• 10: The Schwinger variational principle
• 11: The quantum mechanics of standard canonical systems
• 12: Interpretation of the quantum formalism II
• Evaluation and Approximation of Feynman Functional Integrals
• 14: Approximation and evaluation of the path integral
• 15: The nonrelativistic particle in a curved space
• 16: The heat kernel
• Linear Systems
• 18: Quantization of linear boson fields
• 19: Linear fermion fields. Stationary backgrounds.
• 20: Quantization of linear fermion fields
• 21: Linear fields in nonstationary backgrounds
• 22: Linear (or linearized) fields possessing invariant flows
• Nonlinear Fields
• 24: Gauge theories I. General formalism.
• 25: Gauge theories II. Background Field Methods. Scattering Theory.
• 26: Case-I gauge theory without ghosts. Description of cases II and III.
• Tools for Quantum Field Theory. Applications
• 28: Vacuum currents. Anomalies.
• 29: More vacuum phenomena
• 30: Black hole vacua. Hawking radiation.
• 31: The closed-time-path or 'in-in' formalism
• Special Topics
• 33: Canonical transformations. Space inversion and time reversal.
• 34: Quantum electrodynamics
• 35: The Yang-Mills and gravitational fields
• Simple Illustrative Examples
• X1: A simple Fermi system
• X2: A Fermi doublet
• X3: Fermi multiplet
• X4: The Fermi oscillator
• X5: The Bose oscillator
• X6: A fourth-order system
• X7: A model for ghosts
• X8: Free scalar field in flat spacetime
• X9: Massive vector field in four dimensional flat spacetime
• X10: Massive antisymmetric tensor field
• X11: Massive symmetric tensor field in flat spacetime
• X12: Massive spinor field in flat spacetime
• X13: Massive spin-3/2 field in flat spacetime
• X14: Elecromagnetic field in flat spacetime
• X15: Massless symmetric tensor field in flat spacetime
• X16: Massless spinor field in four dimensional flat spacetime
• X17: Massless spin-3/2 field in four dimensional
Details
Erscheinungsjahr: | 2003 |
---|---|
Medium: | Buch |
Reihe: | International Series of Monographs on Physics|International Monographs on Ph |
Inhalt: | Gebunden |
ISBN-13: | 9780198510932 |
ISBN-10: | 0198510934 |
Sprache: | Englisch |
Einband: | Gebunden |
Autor: | Dewitt, Bryce S. |
Auflage: | New |
Hersteller: |
Oxford University Press
OUP Oxford |
Verantwortliche Person für die EU: | Deutsche Bibelgesellschaft, Postfach:81 03 40, D-70567 Stuttgart, vertrieb@dbg.de |
Maße: | 254 x 171 x 64 mm |
Von/Mit: | Bryce S. Dewitt |
Erscheinungsdatum: | 06.03.2003 |
Gewicht: | 2,758 kg |
Details
Erscheinungsjahr: | 2003 |
---|---|
Medium: | Buch |
Reihe: | International Series of Monographs on Physics|International Monographs on Ph |
Inhalt: | Gebunden |
ISBN-13: | 9780198510932 |
ISBN-10: | 0198510934 |
Sprache: | Englisch |
Einband: | Gebunden |
Autor: | Dewitt, Bryce S. |
Auflage: | New |
Hersteller: |
Oxford University Press
OUP Oxford |
Verantwortliche Person für die EU: | Deutsche Bibelgesellschaft, Postfach:81 03 40, D-70567 Stuttgart, vertrieb@dbg.de |
Maße: | 254 x 171 x 64 mm |
Von/Mit: | Bryce S. Dewitt |
Erscheinungsdatum: | 06.03.2003 |
Gewicht: | 2,758 kg |
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