Rabbits in Vector

As emphasized by J. calculus primarily deals with the approximation (in a neighborhood of some point) of given mappings of vector spaces by linear mappings. The approximating linear map has to be a "good" approximation in some precise sense: it has to be "tangent" to the given map. A very useful notion of "tangent" can easily be introduced for maps between normed vector spaces; it leads to the notion of mappings and gives, in particular for Banach spaces, a very satisfactory theory (cf. Chap. VIII of [3]).

By by Mohammad Taher Pilehvar (Author), Jose Camacho-Collados (Author)
Embeddings have undoubtedly been one of the most influential research areas in Natural Language Processing (NLP)