cantor cube造句
例句与造句
- Its exterior Cantor cube onto the plane orthogonal to its main diagonal.
- If " A " is a countably infinite set, the corresponding Cantor cube is a Cantor space.
- It follows that every zero-dimensional compact group is homeomorphic to a Cantor cube, and every compact group is a continuous image of a Cantor cube.
- It follows that every zero-dimensional compact group is homeomorphic to a Cantor cube, and every compact group is a continuous image of a Cantor cube.
- In fact, every AE ( 0 ) space is the image of a Cantor cube, and with some effort one can prove that every compact group is AE ( 0 ).
- It's difficult to find cantor cube in a sentence. 用cantor cube造句挺难的
- We may treat \ mathcal { A } as a topological space by considering it a subset of the Cantor cube D ^ X, and in this case, we denote it K ( \ mathcal { A } ).
- Cantor cubes are special among compact groups because every compact group is a continuous image of one, although usually not a homomorphic image . ( The literature can be unclear, so for safety, assume all spaces are Hausdorff .)