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- import { factory } from '../../utils/factory.js';
- var name = 'matrixFromRows';
- var dependencies = ['typed', 'matrix', 'flatten', 'size'];
- export var createMatrixFromRows = /* #__PURE__ */factory(name, dependencies, _ref => {
- var {
- typed,
- matrix,
- flatten,
- size
- } = _ref;
- /**
- * Create a dense matrix from vectors as individual rows.
- * If you pass column vectors, they will be transposed (but not conjugated!)
- *
- * Syntax:
- *
- * math.matrixFromRows(...arr)
- * math.matrixFromRows(row1, row2)
- * math.matrixFromRows(row1, row2, row3)
- *
- * Examples:
- *
- * math.matrixFromRows([1, 2, 3], [[4],[5],[6]])
- * math.matrixFromRows(...vectors)
- *
- * See also:
- *
- * matrix, matrixFromColumns, matrixFromFunction, zeros
- *
- * @param {... Array | Matrix} rows Multiple rows
- * @return { number[][] | Matrix } if at least one of the arguments is an array, an array will be returned
- */
- return typed(name, {
- '...Array': function Array(arr) {
- return _createArray(arr);
- },
- '...Matrix': function Matrix(arr) {
- return matrix(_createArray(arr.map(m => m.toArray())));
- }
- // TODO implement this properly for SparseMatrix
- });
- function _createArray(arr) {
- if (arr.length === 0) throw new TypeError('At least one row is needed to construct a matrix.');
- var N = checkVectorTypeAndReturnLength(arr[0]);
- var result = [];
- for (var row of arr) {
- var rowLength = checkVectorTypeAndReturnLength(row);
- if (rowLength !== N) {
- throw new TypeError('The vectors had different length: ' + (N | 0) + ' ≠ ' + (rowLength | 0));
- }
- result.push(flatten(row));
- }
- return result;
- }
- function checkVectorTypeAndReturnLength(vec) {
- var s = size(vec);
- if (s.length === 1) {
- // 1D vector
- return s[0];
- } else if (s.length === 2) {
- // 2D vector
- if (s[0] === 1) {
- // row vector
- return s[1];
- } else if (s[1] === 1) {
- // col vector
- return s[0];
- } else {
- throw new TypeError('At least one of the arguments is not a vector.');
- }
- } else {
- throw new TypeError('Only one- or two-dimensional vectors are supported.');
- }
- }
- });
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