Noun:

স্কালে ম্যাট্রিক্স,

scalar matrix's Usage Examples:

An identity matrix of any size, or any multiple of it (a scalar matrix), is a diagonal matrix.

The term scalar matrix is used to denote a matrix of the form kI where k is a scalar and I.

polynomial in non-commuting variables that is non-constant but yields a scalar matrix whenever it is evaluated at n-by-n matrices.

{\displaystyle A} commutes with every other n × n matrix if and only if it is a scalar matrix, that is, a matrix of the form λ I {\displaystyle \lambda I} , where.

a product of an orthogonal matrix and a scalar matrix.

Alternatively, there is an isometry scalar matrix {uij}ij ∈ Cnm × nm such that A i = ∑ j = 1 u i j B j .

As a scalar matrix, it is represented in every basis by a matrix with − 1 {\displaystyle.

A scalar matrix is a diagonal matrix which is a constant times the identity matrix.

scalar matrices, a K[R]-structure on the matrix algebra is a choice of scalar matrix – a choice of scale.

said to be a scaling transformation or scalar multiplication map; see scalar matrix.

As a complex n×n matrix, this is simply the scalar matrix with i on the diagonal.

A nonzero scalar multiple of an identity matrix is called a scalar matrix.

In the case of an isotropic medium, the matrix A is a scalar matrix equal to thermal conductivity k.

Given any positive definite scalar matrix A {\displaystyle A} , the Cholesky decomposition allows us to write.

Synonyms:

diagonal matrix; unit matrix; identity matrix;

Antonyms:

fail; detach; artifact; bad person; achromatic;