mean curvature meaning in Hindi

Examples

1. The special case of mean curvature has been proved by Ralph Alexander.
2. For a minimal surface, the mean curvature is zero at every point.
3. One interesting property of the unduloid is that the mean curvature is constant.
4. The mean curvature is parallel to the normal vector.
5. A surface is a minimal surface if and only if the mean curvature is zero.
6. This makes the mean curvature zero.
7. The sphere is the only embedded surface of constant positive mean curvature without boundary or singularities.
8. The relation between the mean width and the mean curvature is also derived in that reference.
9. Their proof relied on the machinery of weakly defined inverse mean curvature flow, which they developed.
10. Sometimes mean curvature is defined by multiplying the sum on the right-hand side by 1 / m.