Field-to-particle transition based on the zero-brane approach to quantization of multiscalar field theories and its application for Jackiw-Teitelboim gravity

Abstract

The field-to-particle transition formalizm based on the effective zero-brane action approach is generalized for arbitrary multiscalar fields. As a fruitful example, by virtue of this method we derive the non-minimal particle action for the Jackiw-Teitelboim gravity at fixed gauge in the vicinity of the black hole solution as an instanton-dilaton doublet. When quantizing it as the theory with higher derivatives, it is shown that the appearing quantum equation has SU(2) dynamical symmetry group realizing the exact spin-coordinate correspondence. Finally, we calculate the quantum corrections to the mass of the JT black hole.

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References in corpus (3)

• Nonminimal particle-like solutions in cubic scalar field theory
• Zero-brane approach to study of particle-like solitons in classical and quantum Liouville field theory
• Evolution of thin-wall configurations of texture matter

Cited by in corpus (4)

• Unified formalism for higher-order non-autonomous dynamical systems
• Kaluza-Klein Higher Derivative Induced Gravity
• Holographic principle and field-to-particle transition formalism in sigma model, dilaton gravity and supergravity: Point particle as end product of field theory and seed of string-brane approach
• Geometrical structures of higher-order dynamical systems and field theories