alternating multilinear map
/AO1 L T ER0 N EY0 T IH0 NG M AH0 L T IY0 L IH0 N IY0 ER0 M AE0 P/N
- 1
In mathematics, more specifically in multilinear algebra, an alternating multilinear map is a multilinear map with all arguments belonging to the same vector space (for example, a bilinear form or a multilinear form) that is zero whenever any pair of its arguments is equal.
Translate “alternating multilinear map” into another language
Choose a language below to open the translator with English selected as the source language.