| Name | Description |
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  | MaxAbsIndex(Double) |
Calculates the index of the maximum absolute value in the given data set.
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  | MaxAbsIndex(DoubleComplexSparseVector) |
Calculates the index of the maximum absolute value a given the vector's elements.
|
  | MaxAbsIndex(DoubleComplexVector) |
Calculates the index of the maximum value of a given vector's elements.
An elements rank is calculated using the euclidean norm
|
  | MaxAbsIndex(DoubleSparseVector) |
Calculates the index of the maximum absolute value a given the vector's elements.
|
  | MaxAbsIndex(DoubleVector) |
Calculates the index of the maximum absolute value a given the vector's elements.
|
  | MaxAbsIndex(FloatComplexSparseVector) |
Calculates the index of the maximum absolute value a given the vector's elements.
|
  | MaxAbsIndex(FloatComplexVector) |
Calculates the index of the maximum value of a given vector's elements.
An elements rank is calculated using the euclidean norm
|
  | MaxAbsIndex(FloatSparseVector) |
Calculates the index of the maximum absolute value a given the vector's elements.
|
  | MaxAbsIndex(FloatVector) |
Calculates the index of the maximum absolute value a given the vector's elements.
|
  | MaxAbsIndex(IDFColumn) |
Calculates the index of the maximum absolute value in the given data set.
|
  | MaxAbsIndex(Int32) |
Calculates the index of the maximum absolute value in the given data set.
|
  | MaxAbsIndex(DoubleComplexVector, FuncDoubleComplex, Double) |
Calculates the index of the maximum value of a given vector's elements.
An elements rank is calculated using the user specified norm function
such as l1, l2 or linf. In the case of Complex numbers l1(c) = c.real + c.image,
l2(c) = (c.real^2 + c.imag^2) ^ 1/2, linf(c) = max (c.real, c.imag)
|
  | MaxAbsIndex(FloatComplexVector, FuncFloatComplex, Single) |
Calculates the index of the maximum value of a given vector's elements.
An elements rank is calculated using the user specified norm function
such as l1, l2 or linf. In the case of Complex numbers l1(c) = c.real + c.image,
l2(c) = (c.real^2 + c.imag^2) ^ 1/2, linf(c) = max (c.real, c.imag)
|