Définitions
1.NounThe act or process by which one thing is embedded in another.
2.NounA map which, in any of several technical senses, represents the containment of one structure inside another.
A continuous map which is also a homeomorphism between its domain and its image (considered with the subspace topology induced by its codomain).
An immersion which is also a topological embedding; equivalently, a diffeomorphism whose image is a submanifold of its codomain.
A ring homomorphism between fields (the name deriving from the fact that all such maps are injective).
A map between metric spaces which preserves distances up to some scaling factor (called the distortion).
An injective morphism in a concrete category which is also initial.
3.NounA continuous map which is also a homeomorphism between its domain and its image (considered with the subspace topology induced by its codomain).
4.NounAn immersion which is also a topological embedding; equivalently, a diffeomorphism whose image is a submanifold of its codomain.
5.NounA ring homomorphism between fields (the name deriving from the fact that all such maps are injective).
6.NounA map between metric spaces which preserves distances up to some scaling factor (called the distortion).
7.NounAn injective morphism in a concrete category which is also initial.
8.NounA representation of a unit of text (such as a word or token) as a vector, which encodes the context in which it is used."word embeddings"
9.Verbpresent participle and gerund of embed