Uses of Class math.complex.ComplexBusted

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Uses of Class
math.complex.ComplexBusted

Packages that use ComplexBusted
math.complex
math.fourierTransforms

Uses of ComplexBusted in math.complex

Fields in math.complex declared as ComplexBusted
`static ComplexBusted`	`ComplexBusted.I` Constant representing i, the square root of -1.
`static ComplexBusted`	`ComplexBusted.J` Constant representing i, the square root of -1.

Methods in math.complex that return ComplexBusted
`static ComplexBusted`	`ComplexBusted.acos(ComplexBusted z)` Returns the principal inverse cosine of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.acosh(ComplexBusted z)` Returns the principal inverse hyperbolic cosine of a `Complex` number.
`ComplexBusted`	`ComplexBusted.add(ComplexBusted z)` Returns the sum of two `Complex` values.
`ComplexBusted`	`ComplexBusted.add(double d)` Returns the sum of a `Complex` and a `double` value.
`static ComplexBusted`	`ComplexBusted.asin(ComplexBusted z)` Returns the principal inverse sine of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.asinh(ComplexBusted z)` Returns the principal inverse hyperbolic sine of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.atan(ComplexBusted z)` Returns the principal inverse tangent of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.atanh(ComplexBusted z)` Returns the principal inverse hyperbolic tangent of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.complex(double re)` Creates a new `Complex` number from a `double`.
`static ComplexBusted`	`ComplexBusted.complex(double re, double im)` Creates a new `Complex` from real and imaginary parts.
`ComplexBusted`	`ComplexBusted.conj()` Returns the `Complex` conjugate of a `Complex` object.
`static ComplexBusted`	`ComplexBusted.conj(ComplexBusted z)` Returns the `Complex` conjugate of a `Complex` number.
`ComplexBusted`	`ComplexBusted.copy()`
`static ComplexBusted`	`ComplexBusted.cos(ComplexBusted z)` Returns the cosine of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.cosh(ComplexBusted z)` Returns the hyperbolic cosine of a `Complex` number.
`ComplexBusted`	`ComplexBusted.div(ComplexBusted z)` Returns the division of two `Complex` values.
`ComplexBusted`	`ComplexBusted.div(double d)` Returns the division of a `Complex` value by a `double` value.
`static ComplexBusted`	`ComplexBusted.exp(ComplexBusted z)` Returns the exponential number e (i.e., 2.718...) raised to the power of the `Complex` value z.
`ComplexBusted`	`ComplexBusted.inv()` Returns the reciprocal of a `Complex` number (1/z).
`static ComplexBusted`	`ComplexBusted.inv(ComplexBusted z)` Returns the reciprocal of a `Complex` number (1/z).
`ComplexBusted`	`ComplexBusted.inverse()`
`static ComplexBusted`	`ComplexBusted.log(ComplexBusted z)` Returns the principal natural logarithm of a `Complex` number.
`ComplexBusted`	`ComplexBusted.minus(ComplexBusted b)`
`ComplexBusted`	`ComplexBusted.mul(ComplexBusted z)` Returns the product of two `Complex` values.
`ComplexBusted`	`ComplexBusted.mul(double d)` Returns the product of a `Complex` and a `double` value.
`ComplexBusted`	`ComplexBusted.neg()` Returns the negative of a `Complex` value.
`ComplexBusted`	`ComplexBusted.plus(ComplexBusted b)`
`static ComplexBusted`	`ComplexBusted.polar(double r, double theta)` Returns a new `Complex` from a magnitude and angle.
`ComplexBusted`	`ComplexBusted.pow(ComplexBusted exponent)` Returns the `Complex` base raised to the power of the `Complex` exponent.
`static ComplexBusted`	`ComplexBusted.pow(ComplexBusted base, ComplexBusted exponent)` Returns the `Complex` base raised to the power of the `Complex` exponent.
`static ComplexBusted`	`ComplexBusted.pow(ComplexBusted base, double exponent)` Returns the `Complex` base raised to the power of the `double` exponent.
`ComplexBusted`	`ComplexBusted.pow(double exponent)` Returns the `Complex` value raised to the power of the `double` exponent.
`static ComplexBusted`	`ComplexBusted.pow(double base, ComplexBusted exponent)` Returns the `double` base raised to the power of the `Complex` exponent.
`static ComplexBusted`	`ComplexBusted.sin(ComplexBusted z)` Returns the sine of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.sinh(ComplexBusted z)` Returns the hyperbolic sine of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.sqrt(ComplexBusted z)` Returns the square root of a `Complex` value.
`ComplexBusted`	`ComplexBusted.sub(ComplexBusted z)` Returns the difference of two `Complex` values.
`ComplexBusted`	`ComplexBusted.sub(double d)` Returns the difference between a `Complex` and a `double` value.
`static ComplexBusted`	`ComplexBusted.tan(ComplexBusted z)` Returns the tangent of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.tanh(ComplexBusted z)` Returns the hyperbolic tangent of a `Complex` number.
`ComplexBusted`	`ComplexBusted.times(ComplexBusted b)`

Methods in math.complex with parameters of type ComplexBusted
`static double`	`ComplexBusted.abs(ComplexBusted z)` Returns the absolute value (magnitude) of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.acos(ComplexBusted z)` Returns the principal inverse cosine of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.acosh(ComplexBusted z)` Returns the principal inverse hyperbolic cosine of a `Complex` number.
`ComplexBusted`	`ComplexBusted.add(ComplexBusted z)` Returns the sum of two `Complex` values.
`static double`	`ComplexBusted.arg(ComplexBusted z)` Returns the principal angle of a `Complex` number, in radians, measured counter-clockwise from the real axis.
`static ComplexBusted`	`ComplexBusted.asin(ComplexBusted z)` Returns the principal inverse sine of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.asinh(ComplexBusted z)` Returns the principal inverse hyperbolic sine of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.atan(ComplexBusted z)` Returns the principal inverse tangent of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.atanh(ComplexBusted z)` Returns the principal inverse hyperbolic tangent of a `Complex` number.
`int`	`ComplexBusted.compareTo(ComplexBusted anotherComplex)` Compares two `Complex` values numerically according to their absolute values.
`static ComplexBusted`	`ComplexBusted.conj(ComplexBusted z)` Returns the `Complex` conjugate of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.cos(ComplexBusted z)` Returns the cosine of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.cosh(ComplexBusted z)` Returns the hyperbolic cosine of a `Complex` number.
`ComplexBusted`	`ComplexBusted.div(ComplexBusted z)` Returns the division of two `Complex` values.
`boolean`	`ComplexBusted.equals(ComplexBusted z)` Decides if two `Complex` numbers are "sufficiently" alike to be considered equal.
`boolean`	`ComplexBusted.equals(ComplexBusted z, double tol)` Decides if two `Complex` numbers are "sufficiently" alike to be considered equal.
`static ComplexBusted`	`ComplexBusted.exp(ComplexBusted z)` Returns the exponential number e (i.e., 2.718...) raised to the power of the `Complex` value z.
`static double`	`ComplexBusted.im(ComplexBusted z)` Returns the imaginary part of a `Complex` as a `double`.
`static ComplexBusted`	`ComplexBusted.inv(ComplexBusted z)` Returns the reciprocal of a `Complex` number (1/z).
`static ComplexBusted`	`ComplexBusted.log(ComplexBusted z)` Returns the principal natural logarithm of a `Complex` number.
`ComplexBusted`	`ComplexBusted.minus(ComplexBusted b)`
`ComplexBusted`	`ComplexBusted.mul(ComplexBusted z)` Returns the product of two `Complex` values.
`static double`	`ComplexBusted.norm(ComplexBusted z)` Returns the L2 norm of a `Complex` number, which is the sum of the squares of the real and imaginary parts.
`static double`	`ComplexBusted.phase(ComplexBusted c)` Returns the phase of a `Complex` value.
`ComplexBusted`	`ComplexBusted.plus(ComplexBusted b)`
`ComplexBusted`	`ComplexBusted.pow(ComplexBusted exponent)` Returns the `Complex` base raised to the power of the `Complex` exponent.
`static ComplexBusted`	`ComplexBusted.pow(ComplexBusted base, ComplexBusted exponent)` Returns the `Complex` base raised to the power of the `Complex` exponent.
`static ComplexBusted`	`ComplexBusted.pow(ComplexBusted base, double exponent)` Returns the `Complex` base raised to the power of the `double` exponent.
`static ComplexBusted`	`ComplexBusted.pow(double base, ComplexBusted exponent)` Returns the `double` base raised to the power of the `Complex` exponent.
`static double`	`ComplexBusted.re(ComplexBusted z)` Returns the real part of a `Complex` as a `double`.
`static ComplexBusted`	`ComplexBusted.sin(ComplexBusted z)` Returns the sine of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.sinh(ComplexBusted z)` Returns the hyperbolic sine of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.sqrt(ComplexBusted z)` Returns the square root of a `Complex` value.
`ComplexBusted`	`ComplexBusted.sub(ComplexBusted z)` Returns the difference of two `Complex` values.
`static ComplexBusted`	`ComplexBusted.tan(ComplexBusted z)` Returns the tangent of a `Complex` number.
`static ComplexBusted`	`ComplexBusted.tanh(ComplexBusted z)` Returns the hyperbolic tangent of a `Complex` number.
`ComplexBusted`	`ComplexBusted.times(ComplexBusted b)`

Constructors in math.complex with parameters of type ComplexBusted
`ComplexBusted(ComplexBusted z)` Constructs a new `Complex` object from an existing `Complex` object.

Uses of ComplexBusted in math.fourierTransforms

Methods in math.fourierTransforms that return ComplexBusted
`static ComplexBusted[]`	`SigProc.conv(ComplexBusted[] za, ComplexBusted[] zb)` This method calculates the convolution of two arrays of arbitrary length, returning the result in an array of length `za.length + zb.length - 1`.
`static ComplexBusted[]`	`SigProc.correl(ComplexBusted[] za, ComplexBusted[] zb)` This method calculates the cross-correlation between two `Complex` arrays.
`static ComplexBusted[]`	`SigProc.correl(ComplexBusted[] za, ComplexBusted[] zb, boolean norm)` This method calculates the cross-correlation between two `Complex` arrays.
`static ComplexBusted[]`	`SigProc.fft(ComplexBusted[] z)` This method calculates the Fast Fourier Transform of a `Complex` array, provided that the length of the array is a power of 2.
`static ComplexBusted[]`	`SigProc.fft(ComplexBusted[] z, int size)` This method calculates the Fast Fourier Transform of a `Complex` array, provided that the length of the array is a power of 2.
`static ComplexBusted[]`	`SigProc.fftswap(ComplexBusted[] z)` This method shifts the output of an FFT so that the dc component appears in the middle of the spectrum.
`static ComplexBusted[]`	`SigProc.ifft(ComplexBusted[] z)` This method calculates the inverse Fast Fourier Transform of a `Complex` array, provided that the length of the array is a power of 2.
`static ComplexBusted[]`	`SigProc.ifft(ComplexBusted[] z, int size)` This method calculates the inverse Fast Fourier Transform of a `Complex` array, provided that the length of the array is a power of 2.

Methods in math.fourierTransforms with parameters of type ComplexBusted
`static double[]`	`SigProc.calcLags(ComplexBusted[] za, ComplexBusted[] zb)` This method calculates the lags associated with each position in the output of a cross correlation.
`static double[]`	`SigProc.calcLags(ComplexBusted[] za, ComplexBusted[] zb)` This method calculates the lags associated with each position in the output of a cross correlation.
`static ComplexBusted[]`	`SigProc.conv(ComplexBusted[] za, ComplexBusted[] zb)` This method calculates the convolution of two arrays of arbitrary length, returning the result in an array of length `za.length + zb.length - 1`.
`static ComplexBusted[]`	`SigProc.conv(ComplexBusted[] za, ComplexBusted[] zb)` This method calculates the convolution of two arrays of arbitrary length, returning the result in an array of length `za.length + zb.length - 1`.
`static ComplexBusted[]`	`SigProc.correl(ComplexBusted[] za, ComplexBusted[] zb)` This method calculates the cross-correlation between two `Complex` arrays.
`static ComplexBusted[]`	`SigProc.correl(ComplexBusted[] za, ComplexBusted[] zb)` This method calculates the cross-correlation between two `Complex` arrays.
`static ComplexBusted[]`	`SigProc.correl(ComplexBusted[] za, ComplexBusted[] zb, boolean norm)` This method calculates the cross-correlation between two `Complex` arrays.
`static ComplexBusted[]`	`SigProc.correl(ComplexBusted[] za, ComplexBusted[] zb, boolean norm)` This method calculates the cross-correlation between two `Complex` arrays.
`static ComplexBusted[]`	`SigProc.fft(ComplexBusted[] z)` This method calculates the Fast Fourier Transform of a `Complex` array, provided that the length of the array is a power of 2.
`static ComplexBusted[]`	`SigProc.fft(ComplexBusted[] z, int size)` This method calculates the Fast Fourier Transform of a `Complex` array, provided that the length of the array is a power of 2.
`static ComplexBusted[]`	`SigProc.fftswap(ComplexBusted[] z)` This method shifts the output of an FFT so that the dc component appears in the middle of the spectrum.
`static ComplexBusted[]`	`SigProc.ifft(ComplexBusted[] z)` This method calculates the inverse Fast Fourier Transform of a `Complex` array, provided that the length of the array is a power of 2.
`static ComplexBusted[]`	`SigProc.ifft(ComplexBusted[] z, int size)` This method calculates the inverse Fast Fourier Transform of a `Complex` array, provided that the length of the array is a power of 2.

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Uses of Classmath.complex.ComplexBusted

Uses of Class
math.complex.ComplexBusted