Assertion: algebra's v | /r/HasProperty | dimensional
Facets:
value: with basis
type: OTHER
value: over field k
type: LOCATION
Source sentences:
text: If V and W are finite dimensional, and M is the matrix of f in terms of some ordered bases, then the matrix of f ∗ {\displaystyle f^{*}} over the dual bases is the transpose M T {\displaystyle M^{\mathsf {T}}} of M, obtained by exchanging rows and columns.
text: Let V {\displaystyle V} be an n-dimensional vector space over field K {\displaystyle K} with basis { e 1 , … , e n } {\displaystyle \{e_{1},\ldots ,e_{n}\}} .