Authors: Adam G. Freeman
If matter has a spherical or elliptical time-like spacetime, through geometrical symmetry it makes sense that anti-matter, the converse of matter, has a hyberbolic space-like spacetime. The author theorizes that such a space-like spacetime is the spacetime for anti-matter and for the natural phenomena referred to as black holes. Also such a spacetime shortens spacetime distances and could eventually lead to feasible space travel. To support the theory here is presented an extension to the Schwarzschild derivation for the Einstein vacuum field equations corresponding to the gravitational field surrounding a pseudo-spherical point mass. The same restrictions employed by Schwarzschild are used here but an interesting property of the space-time is elicited in that it is revealed to be gravitationally repulsive to matter as opposed to gravitationally attractive. The pseudo-sphere point mass solution complements the spherical Schwarzschild solution and provides an elegant symmetry to the original Schwarzschild solution. Also via Occam’s razor, this theory could potentially reduce the notion of dark or exotic matter to familiar anti-matter.
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