Gauge symmetries of the teleparallel theory of gravity
M. Blagojevic, M. Vasilic
TL;DR
This paper investigates the gauge symmetries in the teleparallel theory of gravity within Poincare gauge theory, identifying two types of gauge symmetries and explicitly constructing their canonical generators.
Contribution
It provides a detailed analysis of the gauge structure of the teleparallel gravity theory, highlighting the presence of two distinct gauge symmetries and their generators.
Findings
Identified two gauge symmetries in teleparallel gravity
Constructed explicit canonical generators for these symmetries
Clarified the role of Lagrange multipliers in gauge transformations
Abstract
We study gauge properties of the general teleparallel theory of gravity, defined in the framework of Poincare gauge theory. It is found that the general theory is characterized by two kinds of gauge symmetries: a specific gauge symmetry that acts on Lagrange multipliers, and the standard Poincare gauge symmetry. The canonical generators of these symmetries are explicitly constructed and investigated.
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