LORENTZ INVARIANCE VIOLATION MATRIX FROM A GENERAL PRINCIPLE
LORENTZ INVARIANCE VIOLATION MATRIX FROM A GENERAL PRINCIPLE
We show that a general principle of physical independence or physical invariance of mathematical background manifold leads to a replacement of the common derivative operators by the covariant co-derivative ones. This replacement naturally induces a background matrix, by means of which we obtain an effective Lagrangian for the minimal standard …