Caustics in the Grassmann Integral
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概要
- 論文の詳細を見る
- 2003-09-25
著者
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KASHIWA Taro
Department of Physics,Kyushu University
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Sakaguchi Tomohiko
Department Of Physics Kyushu University
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Kashiwa Taro
Department Of Physics Ehime University
関連論文
- Nambu-Jona-Lasinio Model Coupled to Constant Electromagnetic Fields in D-Dimension : Particles and Fields
- Coherent states,Path integral,and Semiclassical approximation (マニフォ-ルド上での量子化および量子論)
- Caustics in the Grassmann Integral
- Caustics in the Grassmann Integral(Particles and Fields)
- Euclidean Path-Integral Representation of the Vector Field. II : The Gauge Field
- Coherent States of Fermi Operators and the Path Integral
- Ordering, Symbols and Finite-Dimensional Approximations of Path Integrals : Particles and Fields
- Lattice Fermion and σ-Model : Where Could We Find the Remnant of Chiral Breaking Term in the Continuum Limit ? : Particles and Fields
- Trace Identity and Self-Stress in Quantum Electrodynamics
- Euclidean Path-Integral Representation of the Vector Field. I : The Massive Vector Case
- A General Form of the Constraints in the Path Integral Formula
- Euclidean Path-Integral Representation of Linearized Gravitational Field : Particles and Fields
- Privileged Role of the Mid-Point Prescription in Path Integrations for Constrained Systems : Particles and Fields
- Nambu-Jona-Lasinio Model Coupled to Constant Electromagnetic Fields in D-Dimension : Particles and Fields
- Hermitian Fermi Operators : Its Representation, Path-Integral of Faddeev-Popov Ghost and Supersymmetry (BRS Invariance)
- On the Ordering Independence of the Path Integral Formalism