Riemannian manifold
Meanings
noun
- A real, smooth differentiable manifold whose each point has a tangent space equipped with a positive-definite inner product;
- A real, smooth differentiable manifold whose each point has a tangent space equipped with a positive-definite inner product; (more formally) an ordered pair (M, g), where M is a real, smooth differentiable manifold and g its Riemannian metric.
- an ordered pair (M, g), where M is a real, smooth differentiable manifold and g its Riemannian metric.
Word forms
Etymology
Named after German mathematician Bernhard Riemann (1826–1866). See also Riemannian.
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