Chiral Anomalies of Anti-Symmetric Tensor Gauge Fields in Higher Dimensions
スポンサーリンク
概要
- 論文の詳細を見る
The chiral U(1) anomalies and the covariant gravitational anomalies of the anti-symmetric tensor gauge fields in arbitrary even dimensions are derived on the basis of Fujikawa's path integral method. Schwinger's proper time method is applied to evaluate the anomalous path integral Jacobians.
- 1987-08-25
著者
-
ENDO Ryusuke
Research Institute for Theoretical Physics, Hiroshima University
-
Endo Ryusuke
Department Of Physics Osaka University
-
TAKAO Masaru
Department of Physics, Osaka University
-
Takao Masaru
Department Of Physics Osaka University
-
ENDO Ryusuke
Department of Physics, Osaka University
関連論文
- BRST Symmetric Gaugeon Formalism for the Higgs Model(Particles and Fields)
- Gaugeon Formalism for Spin-3/2 Rarita-Schwinger Gauge Field
- BRST Symmetric Gaugeon Formalism for Yang-Mills Fields
- γ-Irreducible Analysis of a Tensor-Spinor Gauge Theory
- An Extension of Type I Gaugeon Formalism for Quantum Electrodynamics : Particles and Fields
- Gaugeon Formalism with BRST Symmetry : Particles and Fields
- Chiral Anomalies of Anti-Symmetric Tensor Gauge Fields in Higher Dimensions
- Path Integral Derivation of the Chiral Anomalies in Higher Dimensional Curved Space-Time : Particles and Fields
- Gauge Dependence of the Gravitational Conformal Anomaly for the Electromagnetic Field : Particles and Fields
- Axial Anomaly for Gravitino and Unconventional FP Ghosts
- Energy Density Commutator for Massless Spin 3/2 Field in a Covariant Gauge
- Canonical Quantization of Massless and Massive Spin 3/2 Field in General Covariant Gauges
- On the Functional Measure for Quantum Gravity in the Light-Cone Gauge
- Ten Dimensional N=1 Supergravity Coupled to Supersymmetric Yang-Mills Fields in Superspace : Particles and Fields
- On the Uniqueness of String Superalgebra Derived from Light-Like Integrability
- Gravitational Anomaly and Path Integral Jacobian of Anti-Symmetric Tensor Gauge Field : Particles and Fields