Moving Tangent Frames
The most commonly encountered case of a moving frame is for the bundle of tangent frames (also called the frame bundle) of a manifold. In this case, a moving tangent frame on a manifold M consists of a collection of vector fields X1, X2, ..., Xn forming a basis of the tangent space at each point of an open set U ⊂ M.
Read more about this topic: Moving Frame
Famous quotes containing the words moving and/or frames:
“I love eulogies. They are the most moving kind of speech because they attempt to pluck meaning from the fog, and on short order, when the emotions are still ragged and raw and susceptible to leaps.”
—Peggy Noonan (b. 1950)
“In frames as large as rooms that face all ways
And block the ends of streets with giant loaves,
Screen graves with custard, cover slums with praise
Of motor-oil and cuts of salmon, shine
Perpetually these sharply-pictured groves
Of how life should be.”
—Philip Larkin (1922–1986)