Characters
正 交
正交
CEDict 100318
Traditional 正交 Simplified 正交
Pinyin zheng4 jiao1
English orthogonality
正交
HanDeDict 100318
Traditional 正交 Simplified 正交
Pinyin zheng4 jiao1
Deutsch Orthogonalität (S) ; orthogonal
正交
CC-CEDict 200217
Traditional 正交 Simplified 正交
Pinyin zheng4 jiao1
English orthogonality
正交
HanDeDict 200217
Traditional 正交 Simplified 正交
Pinyin zheng4 jiao1
Deutsch Orthogonalität (S, Math ) ; orthogonal ( Adj , Math )
正交歸一
HanDeDict 100318
Traditional 正交歸一 Simplified 正交归一
Pinyin zheng4 jiao1 gui1 yi1
Deutsch Orthonormierung (S, Math ) ; orthonormieren ( Math )
正交歸一
HanDeDict 200217
Traditional 正交歸一 Simplified 正交归一
Pinyin zheng4 jiao1 gui1 yi1
Deutsch Orthonormierung (S, Math ) ; orthonormieren ( Math )
正交規範性
HanDeDict 200217
Traditional 正交規範性 Simplified 正交规范性
Pinyin zheng4 jiao1 gui1 fan4 xing4
Deutsch Orthonormalsystem (S, Math )
正交化
HanDeDict 100318
Traditional 正交化 Simplified 正交化
Pinyin zheng4 jiao1 hua4
Deutsch Orthogonalisierung (u.E.) (S)
正交化
HanDeDict 200217
Traditional 正交化 Simplified 正交化
Pinyin zheng4 jiao1 hua4
Deutsch Orthogonalisierung (S, Math )
正交矩陣
HanDeDict 100318
Traditional 正交矩陣 Simplified 正交矩阵
Pinyin zheng4 jiao1 ju3 zhen4
Deutsch Orthogonale Matrix (u.E.) (S)
正交矩陣
HanDeDict 200217
Traditional 正交矩陣 Simplified 正交矩阵
Pinyin zheng4 jiao1 ju3 zhen4
Deutsch Orthogonale Matrix (S, Math )
正交群
CEDict 100318
Traditional 正交群 Simplified 正交群
Pinyin zheng4 jiao1 qun2
English orthogonal group ( math .)
正交群
CC-CEDict 200217
Traditional 正交群 Simplified 正交群
Pinyin zheng4 jiao1 qun2
English orthogonal group ( math .)
正交性
HanDeDict 100318
Traditional 正交性 Simplified 正交性
Pinyin zheng4 jiao1 xing4
Deutsch Orthogonalität (S, Math )
正交性
HanDeDict 200217
Traditional 正交性 Simplified 正交性
Pinyin zheng4 jiao1 xing4
Deutsch Orthogonalität (S, Math )
Records 1 - 15 of 15 retrieved in 795 ms