- Added a new argument named
`coef`

to the`plot()`

method for`splines2`

objects, allowing visualization of the fitted spline function with a given coefficient vector.

- Made the error message more clear for duplicated internal knots.

- Fixed broken
`@docType package`

documentation.

- Added a new function named
`nsk()`

for natural cubic spline basis functions following the function`survival::nsk()`

(introduced in**survival**package version 3.2-8). - Added
`plot()`

methods to quickly visualize the spline basis functions. - Added
`$`

method to extract an attribute of the returned`splines2`

object. - Added a new argument named
`periodic`

to`bSpline()`

for periodic B-splines and a new class named`PeriodicBSpline`

to the**Rcpp**interface: issue 19. - Added a new argument named
`coef`

to the`predict()`

methods to compute the responding spline function and made it possible to obtain the derivatives or update spline basis functions by passing`...`

to the`update()`

methods. - Added a new argument named
`trim`

to`naturalSpline()`

to set the default boundary knots after trimming a fraction of observations. - Added a new argument named
`warn.outside`

and a package option named`splines2.warn.outside`

to specify if a warning should be thrown out for B-splines, etc. when any`x`

is placed outside the boundary. - Added the following function aliases to encourage the use in a model formula:
`bsp()`

=`bSpline()`

`msp()`

=`mSpline()`

`isp()`

=`iSpline()`

`csp()`

=`cSpline()`

`nsp()`

=`naturalSpline()`

`bpoly()`

=`bernsteinPoly()`

- Added a matrix named
`H`

to the attribution of objects for natural cubic splines so that users may transform cubic B-splines (from other software/packages) to the natural cubic splines (returned by`naturalSpline()`

/`nsp()`

or`nsk()`

).

- Adjusted the class order of the returned objects.
- Adjusted the default placement of the internal knots from the specified
`df`

to be equidistant if the internal knots resulting from quantiles are problematic. A warning will be thrown out in that case.

- Fixed the Rcpp interface of
`PeriodicMSpline`

so that a simple knot sequence can be specified through`set_knot_sequence`

: issue 18.

- Adjusted the column arrangement of the natural cubic spline basis matrix so that it matches the equations given in the JDS paper: issue 17.

- Added
`update()`

methods to produce new spline basis functions based on the given object with specified updates in terms of`degree`

and`knots`

, etc.

- Appended a new class named
`splines2`

to the output matrices to simplify some common S3 methods.

- Improved the computational efficiency of finding the knot intervals for
`x`

(by replacing the naive binary search implementation with`std::upper_bound`

and`std::distance`

).

- Added the
`makepredictcall()`

methods for all available spline basis functions to help`model.frame.default()`

create the right matrices when predicting from models with terms such as`bSpline()`

, etc. Thanks Zheyuan Li for suggesting this feature. - Added arguments
`derivs`

and`integal`

to`bSpline()`

for consistency with`mSpline()`

and`bernsteinPoly()`

, etc.

- Made the internal checking procedure more strict to throw an error if any internal knots are placed at or outside boundary: issue 5.

- Fixed the
`predict()`

method for`cSpline`

objects when`scale = FALSE`

.

- Enabled extended knot sequence that allows multiplicity of internal knots for B-splines, M-splines, I-splines, and C-splines in the C++ interface.
- Added type conversion to
`BernsteinPoly`

and`PeriodicMSpline`

objects to the C++ interface.

- Added testing examples for constructing spline basis functions via the C++ interface.

- Added
`knots()`

methods to extract internal knots and boundary knots from a given*splines2*object.

- Updated the generation of the knot sequence for periodic M-splines following Piegl and Tiller (1997), which relaxed the previous requirement that
`length(knots) >= degree`

to`length(knots) >= degree - 1`

.

- Added function
`naturalSpline()`

providing implementation of nonnegative natural cubic splines. - Added argument
`periodic`

to function`mSpline()`

for periodic M-splines. - Added argument
`integral`

to function`mSpline()`

for integrals of M-splines or periodic M-splines. - Added
`deriv()`

,`predict()`

, and`print()`

method for`naturalSpline`

class object.

- Updated the
`deriv()`

method for`mSpline`

class object for periodic M-splines.

- Modified testing examples for CRAN tests on r-patched-solaris-x86 and r-oldrel-macos-x86_64.

- Added function
`bernsteinPoly()`

providing implementation of generalized Bernstein polynomials. - Added C++ interface that can be easily integrated with
**Rcpp**.

- Changed most implementations from R to C++ with help of
**Rcpp**and**RcppArmadillo**to boost the performance.

- Made piece-wise constant basis functions continuous at right boundary knot for consistency with spline basis matrix of non-zero degrees.
- Changed the default value of argument
`intercept`

in function`iSpline()`

and`cSpline()`

to`TRUE`

for a complete set of spline basis functions in shape-restricted regression. - Removed the corresponding M-spline basis from attributes of outputs from
`iSpline()`

and`cSpline()`

. - Removed the corresponding B-spline basis from attributes of outputs from
`bSpline()`

.

- Fixed
`deriv.mSpline()`

method for third derivatives of scaled C-splines.

- Fixed inconsistency of argument
`df`

for piecewise constant basis functions when`knots = NULL`

.

- Rewrote testing suite for using the
**tinytest**package instead of**testthat**.

- Updated tests for R development version.

- Added checks for any internal knot incorrectly placed outside of the boundary knots and added warnings for users’ reference.

- Added more tests and increased code coverage.

- Fixed evaluation of derivatives of M-splines for a single value. Thanks Ina Jazic for reporting the bug and providing possible fix.
- Fixed
`deriv.cSpline()`

method for derivatives of order greater than two when`scale = TRUE`

.

- Added function
`dbs()`

generating derivative of given order of B-splines. It is a similar function with`splines::splineDesign()`

. However, it provides a more user-friendly interface and more consistent handling on`NA`

’s. - Added
`deriv()`

methods for derivatives of given order of any existing**splines2**object that can be generated currently.

- Added argument
`derivs`

to function`mSpline()`

and`iSpline()`

for derivatives. - Changed all the classes of object generated for a better dispatching on methods.

- Added tests for all major functions with the help of package
**testthat**.

- Fixed the generation of splines without any internal knot.

- Fixed one-piece constant basis for M-splines.

- Fixed the NA’s handling in all the functions constructing spline basis matrix.

- Added function
`bSpline()`

generating B-spline basis allowing zero degree or piecewise constant basis based on function`bs()`

in the**splines**package. - Introduced function
`bSpline()`

to allow M-splines of degree zero. - Added function
`cSpline()`

constructing convex spline (C-spline) basis. - Added
`predict()`

methods for`bSpline2`

object and`cSpline`

object generated by`bSpline()`

and`cSpline()`

, respectively. - Added
`print()`

methods for all**splines2**objects developed so far.

- Improved the function
`iSpline()`

to construct I-spline basis directly from B-spline basis instead of M-spline basis.

- Updated all CRAN URL to a canonical form suggested.

- The first version of
**splines2**providing functions constructing M-spline, I-spline, and integral of B-spline basis.