/**
* @expectedException \DomainException
*/
public function testAddException()
{
$arr1 = [[1, 2, 3, 4], [4, 5, 6, 7]];
$arr2 = [[1, 2, 3]];
$mat1 = new Matrix($arr1);
$mat2 = new Matrix($arr2);
$mat1->add($mat2);
}
public function testAddException()
{
$m1 = new Matrix([[1, 2, 3], [4, 5, 6]]);
$m2 = new Matrix([[7, 8], [9, 10], [11, 12]]);
try {
$m1->add($m2);
} catch (MatrixException $exception) {
return;
}
$this->fail('MatrixException not raised.');
}
/**
* Fit first derivatives to minimise second derivatives.
*/
function fit_derivs_badly()
{
$n = $this->size() - 1;
// there are 3*$n parameters to fit: polynomial coeffs of orders from 1 to 3 for each spline piece
$M = new Matrix(3 * $n, 3 * $n);
$b = array_fill(0, 3 * $n, 0);
for ($i = 0; $i < $n; ++$i) {
$dx = $this->points[$i + 1]->x - $this->points[$i]->x;
$dx2 = $dx * $dx;
$dx3 = $dx2 * $dx;
$j = 3 * $i;
$b[$j] = $this->points[$i + 1]->y - $this->points[$i]->y;
$M->add($j, $j, $dx);
// c_i^1
$M->add($j, $j + 1, $dx2);
// c_i^2
$M->add($j, $j + 2, $dx3);
// c_i^3
$M->add($j + 1, $j, 1);
// c_i^1
$M->add($j + 1, $j + 1, 2 * $dx);
// c_i^2
$M->add($j + 1, $j + 2, 3 * $dx2);
// c_i^3
if ($i != $n - 1) {
$M->add($j + 1, $j + 3, -1);
}
// c_{i+1}^1
$M->add($j + 2, $j + 1, 1);
// c_i^2
$M->add($j + 2, $j + 2, 3 * $dx);
// c_i^3
if ($i != $n - 1) {
$M->add($j + 2, $j + 4, -1);
}
// c_{i+1}^2
}
//$M->log();
//$M0 = $M->copy();
//echo 'b='.json_encode($b).'<br>';
$x = $M->solve($b);
//echo 'b='.json_encode($M0->mulVect($x)).'<br>';
for ($i = 0; $i < $n; ++$i) {
$j = 3 * $i;
$p = $this->points[$i];
array_push($this->coeffs, array($p->y, $x[$j], $x[$j + 1], $x[$j + 2]));
}
$p = $this->points[$n];
array_push($this->coeffs, array($p->y, 0, 0, 0));
}
/**
* @expectedException InvalidArgumentException
*/
public function testAddSizeFail()
{
$this->A->add($this->B);
}