(D+1)-Dimensional Formulation for D-Dimensional Constrained Systems

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概要

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• D-dimensional constrained systems are studied with stochastic Lagrangian and Hamiltonian. It is shown that stochastic consistency conditions are second class constraints and Lagrange multiplier fields can be determined in (D+1)-dimensional canonical formulation. The Langevin equations for the constrained system are obtained as Hamilton's equations of motion where conjugate momenta play a part of noise fields.

• 理論物理学刊行会の論文
• 1992-12-25

著者

• Mochizuki Riuji

  Department Of Physics Chiba University

関連論文

• Dynamical Symmetry Breaking on Langevin Equation : Nambu-Jona-Lasinio Model : Particles and Fields
• Large N Limit on Langevin Equation : Two-Dimensional Nonlinear Sigma Model
• Stochastic Quantization Method with Field-Dependent Metric : Particles and Fields
• (D+1)-Dimensional Formulation for D-Dimensional Constrained Systems

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