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// -*- Mode: C++; tab-width: 2; -*-
// vi: set ts=2:
//
// $Id: piecewisePolynomial.C,v 1.9 2003/08/26 09:17:51 oliver Exp $
//
#include <BALL/MATHS/piecewisePolynomial.h>
#include <cmath>
using namespace std;
namespace BALL
{
PiecewisePolynomial::PiecewisePolynomial()
: PiecewiseFunction(),
degree_(0)
{
}
PiecewisePolynomial::PiecewisePolynomial(const PiecewisePolynomial& poly)
: PiecewiseFunction(poly),
degree_(poly.degree_)
{
}
PiecewisePolynomial::PiecewisePolynomial(Size degree,
const std::vector<Interval>& intervals,
const std::vector<Coefficients>& coefficients)
: PiecewiseFunction(intervals, coefficients),
degree_(degree)
{
}
PiecewisePolynomial::~PiecewisePolynomial()
{
clear();
valid_ = false;
}
void PiecewisePolynomial::set(Size degree,
const std::vector<Interval>& intervals,
const std::vector<Coefficients>& coeffs)
{
PiecewiseFunction::set(intervals, coeffs);
degree_ = degree;
}
void PiecewisePolynomial::clear()
{
degree_ = 0;
PiecewiseFunction::clear();
}
PiecewisePolynomial& PiecewisePolynomial::operator =
(const PiecewisePolynomial& poly)
{
PiecewiseFunction::operator = (poly);
degree_ = poly.degree_;
return *this;
}
void PiecewisePolynomial::setDegree(Size degree)
{
degree_ = degree;
}
Size PiecewisePolynomial::getDegree() const
{
return degree_;
}
double PiecewisePolynomial::operator () (double x) const
{
// ?????
if (!isInRange(x))
{
Log.error() << "PiecewisePolynomial::operator () (): x is not in range"
<< endl;
return 0;
}
else
{
Position k = getIntervalIndex(x);
double val = 0.0;
double sub = intervals_[k].first;
for (Size i = 0; i < degree_; ++i)
{
val += coefficients_[k][i] * pow((x - sub), (int) i);
}
return val;
}
}
bool PiecewisePolynomial::operator == (const PiecewisePolynomial& poly)
const
{
return (PiecewiseFunction::operator == (poly)
&& (degree_ == poly.degree_));
}
void PiecewisePolynomial::dump(ostream& stream, Size /* depth */) const
{
stream << "[PiecewisePolynomial: degree " << degree_ << "]" << endl;
PiecewiseFunction::dump();
}
}
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