tangent space उदाहरण वाक्य
उदाहरण वाक्य
- Each point of an " n "-dimensional differentiable manifold has a tangent space.
- As a result, tangent spaces and vectors are defined as operators acting on this space of functions.
- This fact is utilized by employing tetrad fields describing a flat tangent space at every point of spacetime.
- Another way of saying this is that the pullback of the metric onto the tangent space is degenerate.
- Slerp curves not extending through a point fail to transform into lines in that point's tangent space.
- The differential or pushforward of a map between manifolds is the induced map between tangent spaces of those maps.
- SU ( 2 ) _ R, and hence the quaternions act upon the tangent space of extended superspace.
- This formulation is analogous to the construction of the cotangent space to define the Zariski tangent space in algebraic geometry.
- More strictly this defines an affine tangent space, distinct from the space of tangent vectors described by modern terminology.
- This yields the correspondence between the tangent space defined via derivations and the tangent space defined via the cotangent space.