Uses of Class
jpicedt.util.math.Complex

Packages that use Complex

jpicedt.graphic	jPicEdt library core classes and packages.
jpicedt.util.math	Bibliothèque de classes pour effectuer des calculs notamment avec: des nombres complexes des polynômes des matrices

Uses of Complex in jpicedt.graphic

Methods in jpicedt.graphic that return Complex

Complex

PicPoint.toComplex() Return the equivalent complex number of this, that is to say complex number with real part equal to this.getX(), and imaginary part equal to this.getY();

Constructors in jpicedt.graphic with parameters of type Complex

PicVector(Complex z)
Construct a vector with same coordinate as real part and imaginary part as a complex number.

Uses of Complex in jpicedt.util.math

Fields in jpicedt.util.math declared as Complex

static Complex	Complex.I A constant representing i, the famous square root of -1.
static Complex	Complex.ONE
static Complex	Complex.ZERO

Methods in jpicedt.util.math that return Complex

Complex	Complex.acos() Returns the principal arc cosine of a Complex number.
Complex	Complex.acosh() Returns the principal inverse hyperbolic cosine of a Complex number.
Complex	Complex.add(Complex z)
Complex	Complex.asin() Returns the principal arc sine of a Complex number.
Complex	Complex.asinh() Returns the principal inverse hyperbolic sine of a Complex number.
Complex	Complex.atan() Returns the principal arc tangent of a Complex number.
Complex	Complex.atanh() Returns the principal inverse hyperbolic tangent of a Complex number.
Complex	Complex.cAdd(Complex z) To perform z1 + z2, you write z1.cAdd(z2).
Complex	Complex.cAdd(double z) CAdd z to this without modifying this, and returns the result.
static Complex	Complex.cart(double re, double im) Returns a Complex from real and imaginary parts.
Complex	Complex.cConj() Returns the Complex "conjugate" of this.
Complex	Complex.cCos() Returns the cosine of a Complex number.
Complex	Complex.cCot() Returns the cotangent of a Complex number.
Complex	Complex.cDiv(Complex z) To perform z1 / z2, you write z1.cDiv(z2) .
Complex	Complex.cIMul() multiply this by i, without modifying this.
Complex	Complex.cLog() Returns the principal natural logarithm of a Complex number.
Complex	Complex.cMIMul() multiply this by -i, without modifying this.
Complex	Complex.cMul(Complex z) To perform z1 * z2, you write z1.cMul(z2) .
Complex	Complex.cMul(double z)
Complex	Complex.cNeg() Returns the "negative" of a Complex number.
Complex	Complex.conj() conjugate this, and return it for convenience
Complex	Complex.cosec() Returns the cosecant of a Complex number.
Complex	Complex.cosh() Returns the hyperbolic cosine of a Complex number.
Complex	Complex.cPow(Complex exponent) Renvoie la valeur Complex du this élevée raised to the power of a à la puissance d'un exposant Complex sans que this ne soit modifié
Complex	Complex.cScale(double scalar) Returns the Complex scaled by a real number.
Complex	Complex.cSin() Returns the sine of a Complex number.
Complex	Complex.cSqrt() Returns a Complex representing one of the two square roots.
Complex	Complex.cSub(Complex z)
Complex	Complex.cSub(double z) Subtracts z from this without modifying this, and returns the result.
Complex	Complex.cTan() Returns the tangent of a Complex number.
Complex	Complex.div(Complex z)
Complex	Polynomial.eval(Complex x) évalue le polynôme this en x
Complex	Complex.exp() Returns the number e "raised to" a Complex power.
Complex	Complex.iMul() multiply this by i, which modifies this.
Complex	Complex.miMul() multiply this by -i, which modifies this.
Complex	Complex.mul(Complex z)
Complex	Complex.mul(double z)
Complex	Complex.neg() negate this, which modifies this.
static Complex	Complex.polar(double r, double theta) Returns a Complex from a size and direction.
static Complex	Complex.pow(Complex base, Complex exponent) Returns the Complex base raised to the power of the Complex exponent.
static Complex	Complex.pow(Complex base, double exponent) Returns the Complex base raised to the power of the exponent.
static Complex	Complex.pow(double base, Complex exponent) Returns the base raised to the power of the Complex exponent.
Complex	Complex.sec() Returns the secant of a Complex number.
Complex	Complex.sinh() Returns the hyperbolic sine of a Complex number.
Complex	Complex.sub(Complex z)
Complex	Complex.sub(double z)
Complex	Complex.tanh() Returns the hyperbolic tangent of a Complex number.

Methods in jpicedt.util.math with parameters of type Complex

boolean	Complex.absoluteIsCloseTo(Complex z, double tolerance) Renvoie cSub(z).normInf() <= tolerance.
Complex	Complex.add(Complex z)
Complex	Complex.cAdd(Complex z) To perform z1 + z2, you write z1.cAdd(z2).
Complex	Complex.cDiv(Complex z) To perform z1 / z2, you write z1.cDiv(z2) .
Complex	Complex.cMul(Complex z) To perform z1 * z2, you write z1.cMul(z2) .
Complex	Complex.cPow(Complex exponent) Renvoie la valeur Complex du this élevée raised to the power of a à la puissance d'un exposant Complex sans que this ne soit modifié
Complex	Complex.cSub(Complex z)
Complex	Complex.div(Complex z)
boolean	Complex.equals(Complex z, double tolerance) Renvoie absoluteIsCloseTo(z,Math.abs(tolerance)).
Complex	Polynomial.eval(Complex x) évalue le polynôme this en x
Complex	Complex.mul(Complex z)
static Complex	Complex.pow(Complex base, Complex exponent) Returns the Complex base raised to the power of the Complex exponent.
static Complex	Complex.pow(Complex base, double exponent) Returns the Complex base raised to the power of the exponent.
static Complex	Complex.pow(double base, Complex exponent) Returns the base raised to the power of the Complex exponent.
boolean	Complex.relativeIsCloseTo(Complex z, double tolerance) Renvoie cSub(z).normInf() <= tolerance * Math.max(normInf(), z.normInf()).
Complex	Complex.sub(Complex z)

Constructors in jpicedt.util.math with parameters of type Complex

Complex(Complex z)
Constructs a separate new Complex from an existing Complex.