Hamiltonian Analysis of Lagrange Multiplier Modified Gravity
J. Kluson
TL;DR
This paper develops a Hamiltonian formalism for Lagrange Multiplier Modified Gravity and shows its constraint algebra matches that of General Relativity, aiding in understanding its theoretical structure.
Contribution
It introduces a Hamiltonian approach for Lagrange Multiplier Modified Gravity and demonstrates the equivalence of its constraint algebra to that of General Relativity.
Findings
Constraint algebra matches that of General Relativity
Hamiltonian formalism for the modified gravity is established
Provides groundwork for further theoretical analysis
Abstract
We develop Hamiltonian formalism for Lagrange Multiplier Modified Gravity. We further calculate the Poisson brackets between constraints and we show that they coincide with the algebra of constraints in Hamiltonian formulation of General Relativity.
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