@martinies,
Subsequent to the paper I cited, Van Flandern, jointly with Jean-Pierre Vigier (who was an assistant to Louis de Broglie and was also invited to be an assistant to Einstein but had to decline) wrote a paper called "Experimental Repeal of the Speed Limit for Gravitational, Electrodynamic, and Quantum Field Interactions." It was published in "Foundations of Physics." That paper may address your question more directly. Here's the abstract:
Quote:General relativity has a geometric and a field interpretation. If angular momentum conservation is invoked in the geometric interpretation to explain experiments, the causality principle is violated. The field interpretation avoids this problem by allowing faster-than-light propagation of gravity in forward time. All existing experiments are in agreement with that interpretation. This implies the existence of real superluminal propagation and communication of particles and fields, free of causality problems. The introduction of real physical faster-than-light propagation into gravitation, electrodynamics and quantum theory has important consequences for physics
The entire paper is probably on the net, but I can't readily find a link that doesn't require a subscription.
According to wiki, "Jean-Pierre Vigier was a theoretical physicist, known for his work on the foundations of physics, and in particular on his stochastic interpretation of quantum physics."
Here's another paper that you might want to look into if you're really interested in the question: Walker, W.D., “Superluminal propagation speed of longitudinally oscillating electrical fields”, abstract in Causality and Locality in Modern Physics and Astronomy: Open Questions and Possible Solutions, S. Jeffers, ed., York University, North York, Ontario, #72 (1997).