# Category:Direct product-closed properties of Riemannian metrics

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This category lists properties of Riemannian metrics that are closed under direct products. By closure under direct products, we mean that if $(M.g_1)$ and $(N,g_2)$ are two Riemannian manifolds, both satisfying the property, the product Riemannian manifold $(M \times N, g_1 \times g_2)$ also satisfies the property.

## Pages in category "Direct product-closed properties of Riemannian metrics"

The following 2 pages are in this category, out of 2 total.