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We consider the variational inequality describing the stationary flow of a Bingham type fluid in bounded domains. Differentiability properties of weak solutions in suitable energy spaces providing existence theorems are studied. We suppose that the volume forces belong to classes of Morrey type...
be a compact connected Riemannian manifold with a metric of positive Ricci curvature. Let
be a principal bundle over
with compact connected structure group
. If the fundamental group of
is finite, we show that
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