smooth manifold造句
例句與造句
- Consequently, they may be defined on any smooth manifold.
- They are topological invariants associated with vector bundles on a smooth manifold.
- Smooth manifolds are not called " spaces ", but could be.
- The same criterion holds more generally for diffeomorphisms of a smooth manifold.
- A Lie group is a group that is also a smooth manifold.
- It's difficult to find smooth manifold in a sentence. 用smooth manifold造句挺難的
- The pushforward is the smooth manifold version of this.
- One can also define principal-bundles in the category of smooth manifolds.
- Every smooth manifold is a ( topological ) manifold.
- Every smooth manifold can be embedded into a finite-dimensional linear space.
- On the other hand, smooth manifolds are more rigid than the topological manifolds.
- In mathematics, a diffeomorphism is an isomorphism in the category of smooth manifolds.
- But if the stabilizer groups change we cannot expect a smooth manifold any longer.
- When is a real or complex vector space, Grassmannians are compact smooth manifolds.
- A natural example comes from tangent bundles of smooth manifolds embedded in Euclidean space.
- Hence the smooth manifolds with smooth maps form a full subcategory of the diffeological spaces.
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