macrodiagonal (Meaning)
Webster
macrodiagonal (n.)
The longer of two diagonals, as of a rhombic prism. See Crystallization.
Synonyms & Antonyms of macrodiagonal
No Synonyms and anytonyms found
macrodiagonal Sentence Examples
- The macrodiagonal of a matrix is the line connecting the top-left and bottom-right elements.
- In a square matrix, the macrodiagonal bisects the matrix into two equal halves.
- The sum of the elements on the macrodiagonal is known as the trace of the matrix.
- The macrodiagonal of a symmetric matrix is always real and non-negative.
- The macrodiagonal of a skew-symmetric matrix is always purely imaginary.
- The macrodiagonal of a diagonal matrix is simply the diagonal itself.
- The macrodiagonal of a null matrix is the zero vector.
- The macrodiagonal can be used to find the eigenvalues of a matrix.
- The macrodiagonal is a useful tool for solving systems of linear equations.
- The macrodiagonal is an important concept in matrix theory and linear algebra.
FAQs About the word macrodiagonal
The longer of two diagonals, as of a rhombic prism. See Crystallization.
No synonyms found.
No antonyms found.
The macrodiagonal of a matrix is the line connecting the top-left and bottom-right elements.
In a square matrix, the macrodiagonal bisects the matrix into two equal halves.
The sum of the elements on the macrodiagonal is known as the trace of the matrix.
The macrodiagonal of a symmetric matrix is always real and non-negative.
