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  • New versions of bspline and polyspline on SSC

    Thanks as always to Kit Baum, new versions of the packages bspline and polyspline are now available for download from SSC. In Stata, use the ssc command to do this, or adoupdate if you already have old versions of these packages.

    The packages bspline and polyspline are my suite of packages for generating unrestricted spline bases. The bspline package is the comprehensive version, and the polyspline package is an easy-to-use front end for bspline. Te new versions (described as below on my website) have been updated to Stata Version 16, and now use data frames, which should make them faster. Users of older versions of Stata will still be able to download the Stata Version 10 versions of bspline and polyspline, or even the Stata Version 6 version of bspline, by typing, in Stata,

    net from "http://www.rogernewsonresources.org.uk/"

    and selecting the Stata version and/or packages requiredd.

    Best wishes

    Roger

    --------------------------------------------------------------------------
    package bspline from http://www.rogernewsonresources.org.uk/stata16
    --------------------------------------------------------------------------

    TITLE
    bspline: Create a basis of B-splines or reference splines

    DESCRIPTION/AUTHOR(S)
    The bspline package contains 3 commands, bspline, frencurv
    and flexcurv. bspline generates a basis of B-splines in the
    X-variate based on a list of knots, for use in the design
    matrix of a regression model. frencurv generates a basis of
    reference splines, for use in the design matrix of a
    regression model, with the property that the parameters
    fitted will be values of the spline at a list of reference
    points. flexcurv is an easy-to-use version of frencurv, and
    generates reference splines with regularly-spaced knots, or
    with knots interpolated between the reference points.
    frencurv and flexcurv have the additional option of
    generating an incomplete basis of reference splines, which
    can be completed by the addition of the standard constant
    variable used in regression models. The splines are either
    given the names in the newvarlist (if present), or (more
    usually) generated as a list of numbered variables, prefixed
    by the generate() option. Usually (but not always), the
    regression command is called using the noconst option.

    Author: Roger Newson
    Distribution-date: 03 April 2020
    Stata-version: 16


    INSTALLATION FILES (click here to install
    > )
    bspline.ado
    bspline.sthlp
    frencurv.ado
    frencurv.sthlp
    flexcurv.ado
    flexcurv.sthlp

    ANCILLARY FILES (click here to get)
    bspline.pdf
    --------------------------------------------------------------------------
    (click here to return to the previous screen)


    ---------------------------------------------------------------------------
    package polyspline from http://www.rogernewsonresources.org.uk/stata16
    ---------------------------------------------------------------------------

    TITLE
    polyspline: Generate sensible bases for polynomials and other splines

    DESCRIPTION/AUTHOR(S)
    The polyspline package inputs an X-variable and a list of
    reference points on the X-axis, and generates a basis of
    reference splines (one per reference point) for a polynomial
    or other unrestricted spline. This basis can be included in
    the list of covariates of a regression model. The estimated
    parameters will then be values of the spline at the reference
    points, or differences between values of the spline at the
    reference points and the value of the spline at a base
    reference point. polyspline is an easy-to-use front end for
    the SSC package bspline, which must be installed for
    polyspline to work.

    Author: Roger Newson
    Distribution-date: 03april2020
    Stata-version: 16


    INSTALLATION FILES (click here to install)
    polyspline.ado
    polyspline.sthlp
    ---------------------------------------------------------------------------
    (click here to return to the previous screen)



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