coefficient -package:interpolation

The coefficient of a scientific number. Note that this number is not necessarily normalized, i.e. it could contain trailing zeros. Scientific numbers are automatically normalized when pretty printed or in toDecimalDigits. Use normalize to do manual normalization. WARNING: coefficient and base10exponent violate substantivity of Eq.

>>> let x = scientific 1 2

>>> let y = scientific 100 0

>>> x == y
True

but

>>> (coefficient x == coefficient y, base10Exponent x == base10Exponent y)
(False,False)

The constant values in the semiring.

Same as for DcCoefficient, to provide nicer type signatures

Type only used to make clear what kind of integer we are carrying Might be transformed into newtype in the future

Use the cyclic-tri-diagonal solver with the appropriate parameters for a closed cubic spline.

Section 4.1.2-3 : Coefficients of the sigma0 function

Section 4.1.2-3 : Coefficients of the sigma1 function

Section 4.1.2-3 : Coefficients of the Sum0 function

Section 4.1.2-3 : Coefficients of the Sum1 function

Determine optimal filter coefficients and residue by adaptive approximation. The number of initial filter coefficients is used as filter order.

The Hammer map projection coefficient.

Store information for cubic interpolation in a patch.

Construct a polynomial a0 + a1·x + … from its list of coefficients [a0, a1, …].

List the coefficients [a0, a1, …] of a polynomial a0 + a1·x + ….

Given a list of (x,y) co-ordinates, produces a list of coefficients to cubic equations, with knots at each of the initially provided x co-ordinates. Natural cubic spline interpololation is used. See: http://en.wikipedia.org/wiki/Spline_interpolation#Interpolation_using_natural_cubic_spline.

the correlation coefficient: (cov x y) / (std x) (std y)