Exact solutions of strong gravity in generalized metrics

Abstract
We consider classical solutions for the strong gravity theory of Salam and Strathdee in a class of metrics with positive, zero, and negative curvature. It turns out that such solutions exist and their relevance for quark confinement is explored. Only metrics with positive curvature (spherical symmetry) give a confining potential in a simple picture of the scalar hadron. This supports the idea of describing the hadron as a closed microuniverse of the strong metric.

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