Hi,

I've recently discovered that the Rindler coordinates of special relativity can be extended ( at least on paper) to an inverse square force law that looks like a generalisation of Newtonian gravity. It has the form

F = GMmy3/r2

where y is the relativistic gamma term and m is the mass of a matter wave of frequency mc2/h. It then occurred to me that all of the equations remain valid if we substitute the particle of positive energy with the antiparticle -mc2/h. Substituting this into the above equation it begins to look like the Coulomb force. Of course this is a question that has been asked many times but in light of the Dirac solutions we might now be in a position to give it meaning (the idea of negative mass made no sense in classical physics). Is this valid or am I barking up the wrong tree?

Thanks

Rick