Landau-Lifshitz, Weinberg's, and Møller's versions of von Laue's theorem are well known in the dynamics of relativity, and they are often invoked to resolve the Abraham–Minkowski controversy. For example, Landau and Lifshitz presented their version of Laue's theorem in their textbook while Jackson and Griffiths use this version of Laue's theorem to construct a Lorentz four-vector; Weinberg presented his version of Laue's theorem in his textbook while Ramos, Rubilar, and Obukhov use the Weinberg's version of Laue's theorem to obtain both Abraham 4-momentum and Minkowski 4-momentum for electromagnetic field; Møller presented his version of Laue's theorem in his textbook while Brevik and Ellingsen use Møller's version of Laue's theorem to conclude that the Minkowski energy-momentum tensor "is divergence-free in a homogeneous medium without external charges implying that the four components of energy and momentum make up a four-vector".