# Regression Spline Functions and Classes

as.data.frame.xyVector | Construct an xyVector Object
as.polySpline | Piecewise Polynomial Spline Representation
asVector | Coerce an Object to a Vector
backSpline | Monotone Inverse Spline
bs | Generate a Basis for Polynomial Splines
interpSpline | Create an Interpolation Spline
ns | Generate a Basis Matrix for Natural Cubic Splines
periodicSpline | Create a Periodic Interpolation Spline
plot.polySpline | Piecewise Polynomial Spline Representation
plot.spline | Evaluate a spline at new values of x
plot.xyVector | Construct an xyVector Object
polySpline | Piecewise Polynomial Spline Representation
predict.bs | Evaluate a Spline Basis
predict.bSpline | Evaluate a spline at new values of x
predict.nbSpline | Evaluate a spline at new values of x
predict.npolySpline | Evaluate a spline at new values of x
predict.ns | Evaluate a Spline Basis
predict.pbSpline | Evaluate a spline at new values of x
predict.polySpline | Piecewise Polynomial Spline Representation
predict.ppolySpline | Evaluate a spline at new values of x
print.bSpline | Create an Interpolation Spline
print.polySpline | Piecewise Polynomial Spline Representation
print.ppolySpline | Create an Interpolation Spline
print.xyVector | Construct an xyVector Object
spline.des | Design Matrix for B-splines
splineDesign | Design Matrix for B-splines
splineKnots | Knot Vector from a Spline
splineOrder | Determine the Order of a Spline
xyVector | Construct an xyVector Object