Uses of Class
jmathlib.toolbox.jmathlib.matrix._private.Jampack.Z

Packages that use Z
jmathlib.toolbox.jmathlib.matrix._private.Jampack   
 

Uses of Z in jmathlib.toolbox.jmathlib.matrix._private.Jampack
 

Fields in jmathlib.toolbox.jmathlib.matrix._private.Jampack declared as Z
static Z Z.i
          A constant representing i, the famous square root of -1.
static Z Z.I
          Imaginary unit.
static Z Z.One
          The number 1 stored as a complex number
static Z Z.ONE
          Z 1.
static Z Z.Zero
          The number 0 stored as a complex number
static Z Z.ZERO
          Z 0.
 

Methods in jmathlib.toolbox.jmathlib.matrix._private.Jampack that return Z
 Z Z.acos()
          Returns the principal arc cosine of a Complex number.
 Z Z.acosh()
          Returns the principal inverse hyperbolic cosine of a Complex number.
 Z Z.asin()
          Returns the principal arc sine of a Complex number.
 Z Z.asinh()
          Returns the principal inverse hyperbolic sine of a Complex number.
 Z Z.atan()
          Returns the principal arc tangent of a Complex number.
 Z Z.atanh()
          Returns the principal inverse hyperbolic tangent of a Complex number.
static Z Z.cart(double re, double im)
          Returns a Complex from real and imaginary parts.
 Z Z.conj()
          Returns the Complex "conjugate".
 Z Z.Conj(Z a)
           
 Z Z.cos()
          Returns the cosine of a Complex number.
 Z Z.cosec()
          Returns the cosecant of a Complex number.
 Z Z.cosh()
          Returns the hyperbolic cosine of a Complex number.
 Z Z.cot()
          Returns the cotangent of a Complex number.
 Z Z.Div(Z z)
          To perform z1 / z2, you write z1.Div(z2) .
static Z Z.Div(Z z, double x)
           
static Z Z.Div(Z z, double x, double y)
           
 Z Z.Div(Z a, Z b)
           
 Z Z.Eq(Z a)
           
 Z Z.Exch(Z a)
          Interchanges the real and imaginary parts of two Z's.
 Z Z.exp()
          Returns the number e "raised to" a Complex power.
 Z Zdiagmat.get(int ii)
          Gets the ii-th diagonal element of a Zdiagmat.
 Z Z1.get(int i)
          Returns the ith element of a Z1 as a Z.
 Z Zmat.get(int ii, int jj)
          Returns the (ii,jj)-element of a Zmat.
 Z Zdiagmat.get0(int i)
          Gets the ith diagonal of a of a Zdiagmat (0-based).
 Z Zmat.get0(int i, int j)
          Returns the zero-based (i,j)-element of a Zmat.
 Z[][] Zmat.getZ()
          Returns a copy of the real and imaginary parts as a complex array.
 Z Z.log()
          Returns the principal natural logarithm of a Complex number.
 Z Z.Minus(Z z)
          To perform z1 - z2, you write z1.Minus(z2) .
 Z Z.Minus(Z z1, Z z2)
           
 Z Z.neg()
          Returns the "negative" of a Complex number.
static Z Rand.nz()
          Generates a normal random complex number, i.e., a complex number whose real and imaginary parts are random.
static Z Trace.o(Zdiagmat D)
           
static Z Trace.o(Zmat A)
           
 Z Z.Plus(Z z)
          To perform z1 + z2, you write z1.Plus(z2) .
 Z Z.Plus(Z z1, Z z2)
           
static Z Z.polar(double r, double theta)
          Returns a Complex from a size and direction.
static Z Z.pow(double base, Z exponent)
          Returns the base raised to the power of the Complex exponent.
 Z Z.pow(Z exponent)
          Returns this Complex raised to the power of a Complex exponent.
static Z Z.pow(Z base, double exponent)
          Returns the Complex base raised to the power of the exponent.
static Z Z.pow(Z base, Z exponent)
          Returns the Complex base raised to the power of the Complex exponent.
static Z Z.real(double real)
          Returns a Complex representing a real number.
 Z Z.scale(double scalar)
          Returns the Complex scaled by a real number.
 Z Z.sec()
          Returns the secant of a Complex number.
 Z Z.sin()
          Returns the sine of a Complex number.
 Z Z.sinh()
          Returns the hyperbolic sine of a Complex number.
 Z Z.Sqrt()
          Returns a Complex representing one of the two square roots.
 Z Z.tan()
          Returns the tangent of a Complex number.
 Z Z.tanh()
          Returns the hyperbolic tangent of a Complex number.
 Z Z.Times(Z z)
          To perform z1 * z2, you write z1.Times(z2) .
 Z Z.Times(Z a, Z b)
           
static Z Rand.uz()
          Generates a uniform random complex number, i.e., a complex number whose real and imaginary parts are random.
 

Methods in jmathlib.toolbox.jmathlib.matrix._private.Jampack with parameters of type Z
static double Z.abs(Z z)
           
 Z Z.Conj(Z a)
           
 Z Z.Div(Z z)
          To perform z1 / z2, you write z1.Div(z2) .
static Z Z.Div(Z z, double x)
           
static Z Z.Div(Z z, double x, double y)
           
 Z Z.Div(Z a, Z b)
           
 Z Z.Eq(Z a)
           
 boolean Z.equals(Z z, double tolerance)
          Decides if two Complex numbers are "sufficiently" alike to be considered equal.
 Z Z.Exch(Z a)
          Interchanges the real and imaginary parts of two Z's.
private static void Z.inv(Z z)
           
 Z Z.Minus(Z z)
          To perform z1 - z2, you write z1.Minus(z2) .
 Z Z.Minus(Z z1, Z z2)
           
static java.lang.String ToString.o(Z val)
           
static void Print.o(Z a)
          Prints a Z in default e format.
static void Print.o(Z[] a)
          Prints an array of Z's in default e format.
static void Print.o(Z[][] A)
          Prints a 2-dimensional array of Z in default e format.
static void Print.o(Z[][] A, int w, int d)
          Prints a 2-dimensional array of Z in w.d e format.
static void Print.o(Z[] a, int w, int d)
          Prints an array of Z's in w.d e format.
static void Print.o(Z a, int w, int d)
          Prints a Z in w.d e format.
static Zmat Times.o(Z z, Zmat A)
          Computes the product of a Z and a Zmat.
 Z Z.Plus(Z z)
          To perform z1 + z2, you write z1.Plus(z2) .
 Z Z.Plus(Z z1, Z z2)
           
static Z Z.pow(double base, Z exponent)
          Returns the base raised to the power of the Complex exponent.
 Z Z.pow(Z exponent)
          Returns this Complex raised to the power of a Complex exponent.
static Z Z.pow(Z base, double exponent)
          Returns the Complex base raised to the power of the exponent.
static Z Z.pow(Z base, Z exponent)
          Returns the Complex base raised to the power of the Complex exponent.
 void Zmat.put(int ii, int jj, Z a)
          Writes the (ii,jj) element of a Zmat.
 void Zdiagmat.put(int ii, Z val)
          Writes the ii-th diagonal element of a Zdiagmat.
 void Z1.put(int i, Z z)
          Sets the ith element of a Z1 to a Z.
 void Zmat.put0(int i, int j, Z a)
          Writes the zero-based (i,j)-element of a Zmat.
 void Zdiagmat.put0(int i, Z val)
          Writes the ith diagonal element of a Zdiagmat (0-based).
static void Z.Sqrt(Z z)
           
 void Z1.Times(int i, Z z)
          Multiplies the ith element of a Z1 by a Z.
 Z Z.Times(Z z)
          To perform z1 * z2, you write z1.Times(z2) .
 Z Z.Times(Z a, Z b)
           
static java.lang.String Print.ZtoEstring(Z num, int w, int d)
          Converts a Z to w.d e format.
 

Constructors in jmathlib.toolbox.jmathlib.matrix._private.Jampack with parameters of type Z
Z(Z z)
          Constructs a separate new Complex from an existing Complex.
Zdiagmat(int order, Z val)
          Constructs a Zdiagmat and initializes it to a constant.
Zltmat(Z[][] A)
           
Zmat(Z[][] A)
          Creates a Zmat and initializes it to an array of class Z.
Zpsdmat(Z[][] A)
           
Zutmat(Z[][] A)
           
 


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