HAMILTON-JACOBI TREATMENT OF LAGRANGIAN WITH FERMIONIC AND SCALAR FIELD

摘要

The Hamilton-Jacobi formalism is applied to singular Lagrangian containing variables which are elements of a fermionic and a scalar field. The equations of motion are obtained as total differential equations in many variables. The integrability conditions are examined. Path integral quantization based on Hamilton-Jacobi approach is obtained for the system.