Category:Orthonormal Frames
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This category contains results about Orthonormal Frames.
Let $M$ be a Riemannian manifold.
Let $U \subseteq M$ be an open set.
Let $p \in M$ be a point.
Let $T_p M$ be a tangent space of $M$ at $p$.
Let $\tuple {E_i}$ be the local frame for $M$ on $U$.
Suppose for each $p \in U$ the vectors $\bigvalueat {E_i} p$ are an orthonormal basis for $T_p M$.
Then $\tuple {E_i}$ is said to be an orthonormal frame.
Pages in category "Orthonormal Frames"
The following 2 pages are in this category, out of 2 total.