… We discuss gravity as a gauge theory of the Poincare group in three … Poincare group. We
discuss the procedure needed to connect this theory with the Einsteinian formulation of gravity, …

… in gravity and various problems concerning gravity of the … formulation of the Poincare gauge
invariant gravity theory. … introducing the invariance under the Poincare gauge group. In § 3 …

… of gravity to the gauge theories responsible for the remaining interactions has … gravity as a
gauge theory (cf., e.g., [1]). The reformulation of pure (2+1)-dimensional gravity as a Poincare …

… [1,2] we showed that gravity in any dimension with all its couplings to matter can … of the
Poincare group. In orderto reach this goal, a set of auxiliary fields —the Poincare coordinates q'(x) …

… In section 2, we present the gauge theory of flat connections for the Poincaré 2-group,
and … /Poincaré 2-group. We then propose a quantum gravity state sum for the Euclidean 2-group …

… In the framework of the gauge theory based on the Poincaré symmetry group, the … We
study the class of quadratic Poincaré gauge gravity models with the most general Yang–…

… use the simplest spacetime group containing the Poincaré group as a subgroup, namely
the … to quantize gravity. We will prove that the nonlinear connections of the Poincaré group …

… theory based on the local Poincare P~o or de Sitter S&0 groups. The P&0 gauge rotations
… S~o groups thus effectively breaking the full symmetry to the Lorentz group. The Lagrangian …

… Precise meaning is given to the statement that, as a result of these boundary conditions,
the Poincaré group acts as a symmetry group on the phase space of general relativity. This …

A discrete theory of gravity, locally invariant under the Poincaré group, is considered as in a
companion paper. We define a first-order theory, in the sense of Palatini, on the metric-dual …