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対称行列 (たいしょうぎょうれつ) Japanese meaning | Kotomora

対たい称しょう行ぎょう列れつ

た

い

しょ

う

ぎょ

う

れ

つ

Meanings

1

symmetric matrix

A square matrix that is equal to its transpose. Used in linear algebra and related fields.

対たい称しょう行ぎょう列れつは、転てん置ちしても元

もと

の

行ぎょう

列れつ

と

等ひと

しい

。

A symmetric matrix is equal to its transpose.

Kanji

対vis-a-vis, opposite, even
称appellation, praise, admire
行going, journey, carry out
列file, row, rank

Related words

転てん置ち行ぎょう列れつ
転置行列 is the transpose of a matrix, while 対称行列 is a matrix that equals its own transpose.
正せい方ほう行ぎょう列れつ
正方行列 is any square matrix; 対称行列 is a special case where the matrix is symmetric across the main diagonal.

Built from

対たい称しょう+行ぎょう列れつ

Etymology

Compound of 対称 (symmetry) and 行列 (matrix). The term is a direct calque from English 'symmetric matrix'.