skew-symmetric en · ADJ
Meanings
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(not-comparable) Of a matrix, satisfying A^( textsf )T=-A, i.e. having entries on one side of the diagonal that are the additive inverses of their correspondents on the other side of the diagonal and having only zeroes on the main diagonal.
(ccc 0 2 3\-2 0-4\-3 4 0)
Synonyms
Translations (3)
sv skevsymmetrisk (whose entries on one side of the diagonal are the additive inverses of their correspondents on the other side of the diagonal and whose elements on the main diagonal are zero) · sv antisymmetrisk (whose entries on one side of the diagonal are the additive inverses of their correspondents on the other side of the diagonal and whose elements on the main diagonal are zero) · de schiefsymmetrisch (whose entries on one side of the diagonal are the additive inverses of their correspondents on the other side of the diagonal and whose elements on the main diagonal are zero)