General Mathematics, Vol. 5, No. 1 - 4, pp. 67-84, 1995
Abstract: We introduce the notions of scalar curvature and mean curvature homogeneity for Riemannian manifolds and treat the problem whether such manifolds are locally homogeneous or not. Several partial results are derived.
Classification (MSC91): 53C20, 53C25, 53C30, 53C35, 53C40, 53C55.
Keywords: Geodesic balls and spheres, ball-homogeneous spaces, mean curvature homogeneous spaces, scalar curvature homogeneous spaces.
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