spline.spline

Spline!(T, N, X) spline(Repeat!(N, Slice!(RCI!(immutable X))) grid, Slice!(yIterator, N, ykind) values, SplineBoundaryType typeOfBoundaries, T valueOfBoundaryConditions)
Spline!(T, N, X) spline(Repeat!(N, Slice!(RCI!(immutable X))) grid, Slice!(yIterator, N, ykind) values, SplineType kind, T param, SplineBoundaryType typeOfBoundaries, T valueOfBoundaryConditions)
Spline!(T, N, X) spline(Repeat!(N, Slice!(RCI!(immutable X))) grid, Slice!(yIterator, N, ykind) values, SplineBoundaryCondition!T boundaries, SplineType kind, T param)
template spline(T, size_t N = 1, X = T)
@fmamath
Spline!(T, N, X)
spline
(
yIterator
SliceKind ykind
)
(
Repeat!(N, Slice!(RCI!(immutable X))) grid
,
Slice!(yIterator, N, ykind) values
,
SplineBoundaryCondition!T boundaries
,
SplineType kind = SplineType.c2
,
in T param = 0
)
if (
isFloatingPoint!T &&
is(T == Unqual!T)
&&
N <= 6
)
Spline!(T, N, X) spline(Repeat!(N, Slice!(RCI!(immutable X))) grid, Slice!(yIterator, N, ykind) values, SplineBoundaryCondition!T rBoundary, SplineBoundaryCondition!T lBoundary, SplineType kind, T param)

Parameters

grid Repeat!(N, Slice!(RCI!(immutable X))): immutable x values for interpolant
values Slice!(yIterator, N, ykind): f(x) values for interpolant
boundaries SplineBoundaryCondition!T: SplineBoundaryCondition for both tails.
kind SplineType: SplineType type of cubic spline.
param T: tangent power parameter for cardinal SplineType (ignored by other spline types). Use 1 for zero derivatives at knots and 0 for Catmull–Rom spline. Constraints: grid and values must have the same length >= 3

Return Value

Type: Spline!(T, N, X)

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mir interpolate spline spline functions

spline