public ComplexPolar_F64(Complex_F64 n ) { ComplexMath_F64.convert(n, this); }
public Complex_F64 divide(Complex_F64 a ) { Complex_F64 ret = new Complex_F64(); ComplexMath_F64.divide(this,a,ret); return ret; } }
public Complex_F64 minus(Complex_F64 a ) { Complex_F64 ret = new Complex_F64(); ComplexMath_F64.minus(this, a, ret); return ret; }
Complex_F64 root = new Complex_F64(); ComplexMath_F64.root(inside, 3, 2, root);
public Complex_F64 plus(Complex_F64 a ) { Complex_F64 ret = new Complex_F64(); ComplexMath_F64.plus(this,a,ret); return ret; }
public Complex_F64 times(Complex_F64 a ) { Complex_F64 ret = new Complex_F64(); ComplexMath_F64.multiply(this,a,ret); return ret; }
Complex_F64 root = new Complex_F64(); ComplexMath_F64.root(inside, 3, 2, root);
public Complex_F64 toStandard() { Complex_F64 ret = new Complex_F64(); ComplexMath_F64.convert(this, ret); return ret; }