Lines Matching refs:rows

24 number of *rows*, and a constant number of *columns*. Matrix types with the same
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
29 The maximum of the product of the number of rows and columns is
50 number of rows, and the second specifies the number of columns. The underlying
56 same element type, number of rows, and number of columns.
67 rows and columns are the same and the value's elements can be converted to the
75 If the number of rows or columns differ between the original and resulting
96 of ``M``, and let ``R`` and ``C`` be the number of rows and columns in ``M``
114 or rows can be done efficiently, but not both. Instead, we propose to provide
115 builtins to extract rows and columns from a matrix. This makes the operations
142   columns and row is the number of rows in the matrix type:
155   rows. The element types of ``M1`` and ``M2`` shall be the same type.
157   the number of rows of ``M1`` and the number of columns of ``M2``.
160   number of rows in ``MTy`` and ``inner`` is the number of columns of ``M1``:
211 element type as ``M1`` and has the same number of rows as ``M1`` has columns and
212 the same number of columns as ``M1`` has rows.
215 number of columns of ``M``, and ``row`` to the number of rows of ``M``.
234 type of the cv-unqualified version of ``T`` and a number of rows and columns equal
252 **Preconditions**: ``columnStride`` is greater than or equal to the number of rows in ``M``.
256 omitted, the number of rows of ``M`` is used as ``columnStride``.
263     for (size_t R = 0; R < rows in M; ++K)
272 TODO: Does it make sense to allow M::element_type, M::rows, and M::columns