Ans Messages 22 Reaction score 2 Thread starter May 13, 2015 #1 I have question, is GR compatible with SO(3)?
haushofer Science Advisor Insights Author Messages 3,084 Reaction score 1,607 May 13, 2015 #2 In what sense? Vielbeins transform under so(3,1), having so(3) as subalgebra. But globally, a solution of the einsteineqn's doesn't need to possesses rotational symmetry. You should be a bit more specific :)
In what sense? Vielbeins transform under so(3,1), having so(3) as subalgebra. But globally, a solution of the einsteineqn's doesn't need to possesses rotational symmetry. You should be a bit more specific :)
Ans Messages 22 Reaction score 2 May 13, 2015 #3 Thanks. What about compatibility to SO(3) symmetry Lorentz group?
haushofer Science Advisor Insights Author Messages 3,084 Reaction score 1,607 May 13, 2015 #4 Same answer, I guess.