Canonical equivalence in anisotropic models for higher order theory of gravity

Abstract

We show that as in the case of isotropic models, the `Dirac Algorithm' and `Modified Horowitz' Formalism' lead to identical phase-space structure of the Hamiltonian for the gravitational action with curvature squared terms, in anisotropic space-time, viz, Bianchi-I, Bianchi-III and Kantowski-Sachs models too.

17 pages, 0 figure

References in corpus (1)

• Canonical formulation of scalar curvature squared action in higher dimensions

Cited by in corpus (2)

• Canonical equivalence, quantization and anisotropic inflation in higher order theory of gravity
• Probing symmetric teleparallel gravity in the early universe