@Test
public void testRoot_6args() {
System.out.println("root");
double eps = 1e-15;
double result = Zeroin.root(eps, -PI / 2, PI / 2, 0, sinF);
assertEquals(0, result, eps);
result = Zeroin.root(eps, -PI / 2, PI / 2, 0, sinFp1, 0.0, 1.0);
assertEquals(-1.0, result, eps);
result = Zeroin.root(eps, -PI / 2, PI / 2, 1, sinFp1, 3.0, 0.0);
assertEquals(PI - 3.0, result, eps);
result = Zeroin.root(eps, -6, 6, 0, polyF);
assertEquals(-4.8790576334840479813, result, eps);
}
/** Test of root method, of class Zeroin. */
@Test
public void testRoot_4args() {
System.out.println("root");
double eps = 1e-15;
double result = Zeroin.root(-PI / 2, PI / 2, sinF);
assertEquals(0, result, eps);
result = Zeroin.root(-6, 6, polyF);
assertEquals(-4.8790576334840479813, result, eps);
result = Zeroin.root(-6, 6, polyF, 0);
assertEquals(-4.8790576334840479813, result, eps);
result = Zeroin.root(-PI / 2, PI / 2, sinFp1, 0.0, 1.0);
assertEquals(-1.0, result, eps);
try {
result = Zeroin.root(-PI / 2, PI / 2, sinFp1);
fail("Should not have run");
} catch (Exception ex) {
}
}
@Override
protected double invCdf(final double p, final Function cdf) {
if (p < 0 || p > 1)
throw new ArithmeticException("Value of p must be in the range [0,1], not " + p);
// we can't use the max/min b/c we might overflow on some of the computations, so lets tone it
// down a little
double a = Double.isInfinite(min()) ? Integer.MIN_VALUE * .95 : min();
double b = Double.isInfinite(max()) ? Integer.MAX_VALUE * .95 : max();
Function newCDF =
new Function() {
@Override
public double f(double... x) {
return cdf.f(x) - p;
}
@Override
public double f(Vec x) {
return f(x.get(0));
}
};
return Zeroin.root(1e-6, a, b, newCDF, p);
}
