Uses of Class
edu.neu.ccs.XPolynomialComplex

Packages that use XPolynomialComplex
edu.neu.ccs Provides the Stringable interface and data models that implement the interface. 
 

Uses of XPolynomialComplex in edu.neu.ccs
 

Methods in edu.neu.ccs that return XPolynomialComplex
static XPolynomialComplex XPolynomialComplex.scale(XComplex f, XPolynomialComplex p)
          Returns a new polynomial equivalent mathematically to (f * p), that is, the polynomial obtained by multipying each coefficient of p by the complex scale factor f.
static XPolynomialComplex XPolynomialComplex.add(XPolynomialComplex p, XPolynomialComplex q)
          Returns a new polynomial equivalent mathematically to (p + q).
static XPolynomialComplex XPolynomialComplex.subtract(XPolynomialComplex p, XPolynomialComplex q)
          Returns a new polynomial equivalent mathematically to (p - q).
static XPolynomialComplex XPolynomialComplex.multiply(XPolynomialComplex p, XPolynomialComplex q)
          Returns a new polynomial equivalent mathematically to (p * q).
static XPolynomialComplex[] XPolynomialComplex.divide(XPolynomialComplex p, XPolynomialComplex q)
          Returns a polynomial array consisting of 2 items: the quotient of p divided by q and the remainder of p divided by q.
 

Methods in edu.neu.ccs with parameters of type XPolynomialComplex
 void XPolynomialComplex.setCoefficients(XPolynomialComplex polynomial)
          Sets the coefficients of this polynomial to a copy of the data in the given XPolynomialComplex.
 boolean XPolynomialComplex.isEqualTo(XPolynomialComplex p)
          Returns true if the given polynomial is equal to this in the sense that the degrees are the same and all coefficients agree using XComplex.isEqualTo to test equality.
 boolean XPolynomialComplex.isAlmostEqualTo(XPolynomialComplex p, double epsilon)
          Returns true if the given polynomial is almost equal to this polynomial in the sense that all coefficients agree to within the measure epsilon.
static XPolynomialComplex XPolynomialComplex.scale(XComplex f, XPolynomialComplex p)
          Returns a new polynomial equivalent mathematically to (f * p), that is, the polynomial obtained by multipying each coefficient of p by the complex scale factor f.
static XPolynomialComplex XPolynomialComplex.add(XPolynomialComplex p, XPolynomialComplex q)
          Returns a new polynomial equivalent mathematically to (p + q).
static XPolynomialComplex XPolynomialComplex.subtract(XPolynomialComplex p, XPolynomialComplex q)
          Returns a new polynomial equivalent mathematically to (p - q).
static XPolynomialComplex XPolynomialComplex.multiply(XPolynomialComplex p, XPolynomialComplex q)
          Returns a new polynomial equivalent mathematically to (p * q).
static XPolynomialComplex[] XPolynomialComplex.divide(XPolynomialComplex p, XPolynomialComplex q)
          Returns a polynomial array consisting of 2 items: the quotient of p divided by q and the remainder of p divided by q.
 

Constructors in edu.neu.ccs with parameters of type XPolynomialComplex
XPolynomialComplex(XPolynomialComplex polynomial)
          Constructs and initializes an XPolynomialComplex from the specified XPolynomialComplex object.