Path integral quantization and the ground-state wave functional for multiplier scalar-vector field systems
With the help of path-integral quantization and Fradkin's approach, we obtain a new representation in the Schrödinger picture of the multiplier scalar-vector fields and the ground-state functional. We show that the model is equivalent to free scalar fields with the same mass.
KeywordsSingular System Physical Review Letter Fractional Quantum Secondary Constraint Coset Model
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