public static IntervalDouble math_pow(IntervalDouble a, IntervalDouble b) {
IntervalDouble res =
new IntervalDouble(
Math.pow(a.value, b.value),
DoubleInterval.pow(a.interval, b.interval),
a.isUnStable || b.isUnStable);
return res;
}
public static IntervalDouble dmul(IntervalDouble a, IntervalDouble b) {
IntervalDouble res =
new IntervalDouble(
a.value * b.value,
DoubleInterval.mul(a.interval, b.interval),
a.isUnStable || b.isUnStable);
return res;
}
public static IntervalDouble drem(IntervalDouble a, IntervalDouble b) {
IntervalDouble res =
new IntervalDouble(
a.value % b.value,
DoubleInterval.modulo(a.interval, b.interval),
a.isUnStable || b.isUnStable);
return res;
}
public static IntervalDouble COJAC_MAGIC_DOUBLE_width(IntervalDouble a) {
return new IntervalDouble(DoubleInterval.width(a.interval));
}
public static IntervalDouble math_toDegrees(IntervalDouble a) {
IntervalDouble res =
new IntervalDouble(
Math.toDegrees(a.value), DoubleInterval.toDegrees(a.interval), a.isUnStable);
return res;
}
public static IntervalDouble math_log10(IntervalDouble a) {
IntervalDouble res =
new IntervalDouble(Math.log10(a.value), DoubleInterval.log10(a.interval), a.isUnStable);
return res;
}
// it's just a neg operation, dont need to check the stability...
public static IntervalDouble dneg(IntervalDouble a) {
return new IntervalDouble(-a.value, DoubleInterval.neg(a.interval), a.isUnStable);
}