Lines Matching full:element

23 A matrix type is a scalar type with an underlying *element type*, a constant
25 element type, rows, and columns are the same type. A value of a matrix type
26 includes storage for ``rows * columns`` values of the *element type*. The
33 Currently, the element type of a matrix is only permitted to be one of the
48 of the *typedef* must be a valid matrix element type. The
53 element type of the former underlying type.
57 same element type, number of rows, and number of columns.
69 element type of the result type. The result is a matrix where each element is
70 the converted corresponding element.
73 if it can be converted to the element type of the matrix. The result is a
92 Matrix Type Element Access Operator
96 M``, is a matrix element access expression.  Let ``T`` be the element type
104 ``T`` and is the value of the element at the given row and column in the matrix.
106 category as ``E1`` which refers to the element at the given row and column in
122 Given two matrixes, the ``+`` and ``-`` operators perform element-wise addition
125 value, applying the operation to each element of the matrix.
156   rows. The element types of ``M1`` and ``M2`` shall be the same type.
157 * The resulting type, ``MTy``, is a matrix type with the common element type,
160   element type of ``MTy``, ``col`` is the number of columns, ``row`` is the
175 All operations on matrix types match the behavior of the element type with
186 results need not be rounded to the format of the element type until the final
205 * *T* - Element type
212 element type as ``M1`` and has the same number of rows as ``M1`` has columns and
234 **Remarks**: The return type is a cv-unqualified matrix type with an element
256 argument’s element type. The parameter ``columnStride`` is optional and if