inclusion map वाक्य

उदाहरण वाक्य

1. Under these identifications, is the inclusion map from to.
2. Inclusion maps in geometry come in different kinds : for example embeddings of submanifolds.
3. This is done in the following way : Let \ iota be the inclusion map:
4. If the inclusion map ( identity function)
5. A case of special interest is when H is a Lie subgroup of G and \ psi is the inclusion map.
6. There is an exotic inclusion map as a transitive subgroup; the obvious inclusion map fixes a point and thus is not transitive.
7. There is an exotic inclusion map as a transitive subgroup; the obvious inclusion map fixes a point and thus is not transitive.
8. Conversely, if " S " is an embedded submanifold which is also a closed subset then the inclusion map is closed.
9. Openness is essential here : the inclusion map of a non-open subset of " Y " never yields a local homeomorphism.
10. This implies that any cofibration can be treated as an inclusion map, and therefore it can be treated as having the homotopy extension property.