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(linear algebra) Hermitian matrix
A Hermitian matrix refers to a matrix that is equal to its complex conjugate transpose.
(linear algebra) triangular matrix
In linear algebra, triangular matrices play a very important role.
(linear algebra, mathematics) symmetric matrix
In linear algebra, symmetric matrices play a very important role.
(linear algebra) skew-symmetric matrix
A skew-symmetric matrix has the characteristic that its transpose matrix is the inverse of the original matrix.
(linear algebra) inverse matrix
I learned an algorithm to calculate the inverse matrix.
(linear algebra) square matrix
This square matrix has the same number of rows and columns.
(linear algebra) identity matrix
An identity matrix is a square matrix in which all the elements on the diagonal are 1 and all other elements are 0.
(mathematics) determinant
The calculation of determinants is an important part of mathematics.
(linear algebra) row vector
A row vector is one of the basic concepts in linear algebra.
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