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gr-qc2020★ 1 cited
Asymptotic flatness and nonflat solutions in the critical 2+1 Horava theory
J. Bellorin, C. Borquez, B. Droguett
The Horava theory in 2+1 dimensions can be formulated at a critical point in the space of coupling constants where it has no local degrees of freedom. This suggests that this criti…
gr-qc2020
Curvature vs degrees of freedom: The case of the critical 2+1 Horava theory
Jorge Bellorin, Claudio Borquez, Byron Droguett
We present the interesting case of the 2+1 nonprojectable Horava theory formulated at the critical point, where it does not posses local degrees of freedom. The critical point is d…