Are there geon analogues in sourceless gauge-field theories?
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It has recently been shown that there is no finite-energy non-singular solution to the sourceless gauge-field equations in four-dimensional Minkowski space that does not radiate energy. However, this does not preclude the possibility of solutions which hold themselves together for a long time before radiating away their energy. If they existed, such objects would be analogous to the geons of general relativity. We show such objects do not exist.
KeywordsNeural Network Statistical Physic General Relativity Complex System Nonlinear Dynamics
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