We present arguments showing that it is natural to interpret the negat
ive mass part of the Kerr solution as representing the geometry experi
enced by antimatter. The C, P and T discrete transformations are consi
dered for this geometry. The C and T properties of the proposed identi
fication are found to be in agreement with the usual representation of
antimatter. In addition, we conjecture a property of perfect stigmati
sm through Kerr wormholes which allows General Relativity to mimic ant
igravity. Kerr wormholes would then act as ''super-mirrors'' reversing
the C, P and T images of an object seen through it. This interpretati
on is subject to several experimental tests and able to provide an exp
lanation, without any free parameter, of the ''CP'' violation observed
in the neutral kaon system.