Uses of Class org.apache.commons.numbers.complex.Complex (Apache Commons Numbers Complex 1.0 API)

Uses of Complex in org.apache.commons.numbers.complex

Fields in org.apache.commons.numbers.complex declared as Complex
Modifier and Type	Field	Description
`static Complex`	Complex.`I`	A complex number representing \( i \), the square root of \( -1 \).
`static Complex`	Complex.`ONE`	A complex number representing one.
`static Complex`	Complex.`ZERO`	A complex number representing zero.

Methods in org.apache.commons.numbers.complex that return Complex
Modifier and Type	Method	Description
`Complex`	Complex.`acos()`	Returns the inverse cosine of this complex number.
`Complex`	Complex.`acosh()`	Returns the inverse hyperbolic cosine of this complex number.
`Complex`	Complex.`add(double addend)`	Returns a `Complex` whose value is `(this + addend)`, with `addend` interpreted as a real number.
`Complex`	Complex.`add(Complex addend)`	Returns a `Complex` whose value is `(this + addend)`.
`Complex`	Complex.`addImaginary(double addend)`	Returns a `Complex` whose value is `(this + addend)`, with `addend` interpreted as an imaginary number.
`Complex`	Complex.`asin()`	Returns the inverse sine of this complex number.
`Complex`	Complex.`asinh()`	Returns the inverse hyperbolic sine of this complex number.
`Complex`	Complex.`atan()`	Returns the inverse tangent of this complex number.
`Complex`	Complex.`atanh()`	Returns the inverse hyperbolic tangent of this complex number.
`Complex`	Complex.`conj()`	Returns the conjugate \( \overline{z} \) of this complex number \( z \).
`Complex`	Complex.`cos()`	Returns the cosine of this complex number.
`Complex`	Complex.`cosh()`	Returns the hyperbolic cosine of this complex number.
`Complex`	Complex.`divide(double divisor)`	Returns a `Complex` whose value is `(this / divisor)`, with `divisor` interpreted as a real number.
`Complex`	Complex.`divide(Complex divisor)`	Returns a `Complex` whose value is `(this / divisor)`.
`Complex`	Complex.`divideImaginary(double divisor)`	Returns a `Complex` whose value is `(this / divisor)`, with `divisor` interpreted as an imaginary number.
`Complex`	Complex.`exp()`	Returns the exponential function of this complex number.
`Complex`	Complex.`log()`	Returns the natural logarithm of this complex number.
`Complex`	Complex.`log10()`	Returns the base 10 common logarithm of this complex number.
`Complex`	Complex.`multiply(double factor)`	Returns a `Complex` whose value is `this * factor`, with `factor` interpreted as a real number.
`Complex`	Complex.`multiply(Complex factor)`	Returns a `Complex` whose value is `this * factor`.
`Complex`	Complex.`multiplyImaginary(double factor)`	Returns a `Complex` whose value is `this * factor`, with `factor` interpreted as an imaginary number.
`Complex`	Complex.`negate()`	Returns a `Complex` whose value is the negation of both the real and imaginary parts of complex number \( z \).
`static Complex`	Complex.`ofCartesian(double real, double imaginary)`	Create a complex number given the real and imaginary parts.
`static Complex`	Complex.`ofCis(double x)`	Create a complex cis number.
`static Complex`	Complex.`ofPolar(double rho, double theta)`	Creates a complex number from its polar representation using modulus `rho` (\( \rho \)) and phase angle `theta` (\( \theta \)).
`static Complex`	Complex.`parse(String s)`	Returns a `Complex` instance representing the specified string `s`.
`Complex`	Complex.`pow(double x)`	Returns the complex power of this complex number raised to the power of `x`, with `x` interpreted as a real number.
`Complex`	Complex.`pow(Complex x)`	Returns the complex power of this complex number raised to the power of `x`.
`Complex`	Complex.`proj()`	Returns the projection of this complex number onto the Riemann sphere.
`Complex`	Complex.`sin()`	Returns the sine of this complex number.
`Complex`	Complex.`sinh()`	Returns the hyperbolic sine of this complex number.
`Complex`	Complex.`sqrt()`	Returns the square root of this complex number.
`Complex`	Complex.`subtract(double subtrahend)`	Returns a `Complex` whose value is `(this - subtrahend)`, with `subtrahend` interpreted as a real number.
`Complex`	Complex.`subtract(Complex subtrahend)`	Returns a `Complex` whose value is `(this - subtrahend)`.
`Complex`	Complex.`subtractFrom(double minuend)`	Returns a `Complex` whose value is `(minuend - this)`, with `minuend` interpreted as a real number.
`Complex`	Complex.`subtractFromImaginary(double minuend)`	Returns a `Complex` whose value is `(this - subtrahend)`, with `minuend` interpreted as an imaginary number.
`Complex`	Complex.`subtractImaginary(double subtrahend)`	Returns a `Complex` whose value is `(this - subtrahend)`, with `subtrahend` interpreted as an imaginary number.
`Complex`	Complex.`tan()`	Returns the tangent of this complex number.
`Complex`	Complex.`tanh()`	Returns the hyperbolic tangent of this complex number.

Methods in org.apache.commons.numbers.complex that return types with arguments of type Complex
Modifier and Type	Method	Description
`List<Complex>`	Complex.`nthRoot(int n)`	Returns the n-th roots of this complex number.

Methods in org.apache.commons.numbers.complex with parameters of type Complex
Modifier and Type	Method	Description
`Complex`	Complex.`add(Complex addend)`	Returns a `Complex` whose value is `(this + addend)`.
`Complex`	Complex.`divide(Complex divisor)`	Returns a `Complex` whose value is `(this / divisor)`.
`Complex`	Complex.`multiply(Complex factor)`	Returns a `Complex` whose value is `this * factor`.
`Complex`	Complex.`pow(Complex x)`	Returns the complex power of this complex number raised to the power of `x`.
`Complex`	Complex.`subtract(Complex subtrahend)`	Returns a `Complex` whose value is `(this - subtrahend)`.

Uses of Classorg.apache.commons.numbers.complex.Complex

Uses of Complex in org.apache.commons.numbers.complex

Uses of Class
org.apache.commons.numbers.complex.Complex