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- 複素数に成分をとる正方行列であって、自身のエルミート共軛と可換となるような行列 (ja)
- elemento algebraico matricial con propiedad conmutativa del producto de su hermitiano. (es)
- matrice care comută cu transpusa sa conjugată (ro)
- matrice commutant avec da matrice adjointe (fr)
- matrix that commutes with its conjugate transpose (en)
- typ zespolonej macierzy kwadratowej definiowany sprzężeniem hermitowskim (pl)
- Matrix, die mit ihrer adjungierten Matrix kommutiert (de)
- čtvercová komplexní matice A (cs)
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- A normal matrix is unitary if and only if all of its eigenvalues lie on the unit circle of the complex plane. (en)
- A normal triangular matrix is diagonal. (en)
- A normal matrix is self-adjoint if and only if its spectrum is contained in . In other words: A normal matrix is Hermitian if and only if all its eigenvalues are real. (en)
- If and are normal with , then both and are also normal. Furthermore there exists a unitary matrix such that and are diagonal matrices. In other words and are simultaneously diagonalizable. (en)
- A matrix is normal if and only if there exist a diagonal matrix and a unitary matrix such that . (en)
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- Normal matrix (en)
- مصفوفة نظامية (ar)
- Matriu normal (ca)
- Normální matice (cs)
- Normala matrico (eo)
- Normale Matrix (de)
- Matriz normal (es)
- Matriks normal (in)
- Matrice normale (it)
- Matrice normale (fr)
- 正規行列 (ja)
- 정규 행렬 (ko)
- Normale matrix (nl)
- Macierz normalna (pl)
- Matriz normal (pt)
- Normal matris (sv)
- Нормальна матриця (uk)
- Нормальная матрица (ru)
- 正规矩阵 (zh)
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