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c7BDG‖

yFb7a‖Matrix Input Dialog

CA5Am‖Creates a generic matrix by specifying the name of its elements, the number of rows and columns, as well as its properties.

To access this command...

tTfvv‖From the sidebar:

xNwHd‖Open Elements > Formats deck and choose Generic Matrix Stack.


GEWBn‖Name

y7oms‖The name of the elements of the matrix. The name will be followed by the row and columns subscripts.

mGdt6‖Rows

QSjci‖The number of rows of the matrix.

EYBEc‖Columns

WorzA‖The number of columns of the matrix.

JdyRe‖Unit matrix

5YBEx‖Creates a unit matrix (also known as an identity matrix), which has 1s on the diagonal and 0s elsewhere. It is a square matrix, meaning the number of rows equals the number of columns. Element names are ignored.

xBc3h‖Diagonal matrix

YCUfA‖Creates a diagonal matrix, which contains specified elements on the diagonal and zeros elsewhere. It is a square matrix, with the number of rows equal to the number of columns.

ueY6G‖Symmetric matrix

FEei5‖Creates a symmetric matrix. A symmetric matrix is a square matrix that is equal to its transpose, that is, the matrix is mirrored along its main diagonal.

KvgNT‖Full matrix

5naTN‖Creates a generic matrix with the specified number of rows and columns, and no special properties.