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<tocitem target="f6-8845.html">Functions
  <tocitem target="f6-8845.html#f6-7153">GUIs
    <tocitem target="bspligui.html"><name>bspligui</name><purpose>Experiment with B-spline as function of its knots</purpose></tocitem>
    <tocitem target="splinetool.html"><name>splinetool</name><purpose>Experiment with some spline approximation methods</purpose></tocitem>
  </tocitem>
  <tocitem target="f6-8845.html#f6-5248">Construction of Splines
    <tocitem target="csape.html"><name>csape</name><purpose>Cubic spline interpolation with end conditions</purpose></tocitem>
    <tocitem target="csapi.html"><name>csapi</name><purpose>Cubic spline interpolation</purpose></tocitem>
    <tocitem target="csaps.html"><name>csaps</name><purpose>Cubic smoothing spline</purpose></tocitem>
    <tocitem target="cscvn.html"><name>cscvn</name><purpose>“Natural” or periodic interpolating cubic spline curve</purpose></tocitem>
    <tocitem target="getcurve.html"><name>getcurve</name><purpose>Interactive creation of cubic spline curve</purpose></tocitem>
    <tocitem target="ppmak.html"><name>ppmak</name><purpose>Put together spline in ppform</purpose></tocitem>
    <tocitem target="rpmak.html"><name>rpmak</name><purpose>Put together rational spline</purpose></tocitem>
    <tocitem target="rscvn.html"><name>rscvn</name><purpose>Piecewise biarc Hermite interpolation</purpose></tocitem>
    <tocitem target="rsmak.html"><name>rsmak</name><purpose>Put together rational spline for standard geometric shapes</purpose></tocitem>
    <tocitem target="spap2.html"><name>spap2</name><purpose>Least-squares spline approximation</purpose></tocitem>
    <tocitem target="spapi.html"><name>spapi</name><purpose>Spline interpolation</purpose></tocitem>
    <tocitem target="spaps.html"><name>spaps</name><purpose>Smoothing spline</purpose></tocitem>
    <tocitem target="spcrv.html"><name>spcrv </name><purpose>Spline curve by uniform subdivision</purpose></tocitem>
    <tocitem target="spmak.html"><name>spmak </name><purpose>Put together spline in B-form</purpose></tocitem>
    <tocitem target="stmak.html"><name>stmak</name><purpose>Put together function in stform</purpose></tocitem>
    <tocitem target="tpaps.html"><name>tpaps</name><purpose>Thin-plate smoothing spline</purpose></tocitem>
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  <tocitem target="f6-8845.html#f6-10573">Operators
    <tocitem target="fn2fm.html"><name>fn2fm</name><purpose>Convert to specified form</purpose></tocitem>
    <tocitem target="fnbrk.html"><name>fnbrk</name><purpose>Name and part(s) of form</purpose></tocitem>
    <tocitem target="fnchg.html"><name>fnchg</name><purpose>Change part(s) of form</purpose></tocitem>
    <tocitem target="fncmb.html"><name>fncmb</name><purpose>Arithmetic with function(s)</purpose></tocitem>
    <tocitem target="fnder.html"><name>fnder</name><purpose>Differentiate function</purpose></tocitem>
    <tocitem target="fndir.html"><name>fndir</name><purpose>Directional derivative of function</purpose></tocitem>
    <tocitem target="fnint.html"><name>fnint</name><purpose>Integrate function</purpose></tocitem>
    <tocitem target="fnjmp.html"><name>fnjmp</name><purpose>Jumps, i.e., f(x+)-f(x-)</purpose></tocitem>
    <tocitem target="fnmin.html"><name>fnmin</name><purpose>Minimum of function in given interval</purpose></tocitem>
    <tocitem target="fnplt.html"><name>fnplt</name><purpose>Plot function</purpose></tocitem>
    <tocitem target="fnrfn.html"><name>fnrfn</name><purpose>Refine partition of form</purpose></tocitem>
    <tocitem target="fntlr.html"><name>fntlr</name><purpose>Taylor coefficients or polynomial</purpose></tocitem>
    <tocitem target="fnval.html"><name>fnval</name><purpose>Evaluate function</purpose></tocitem>
    <tocitem target="fnxtr.html"><name>fnxtr</name><purpose>Extrapolate function</purpose></tocitem>
    <tocitem target="fnzeros.html"><name>fnzeros</name><purpose>Find zeros of function in given interval</purpose></tocitem>
    <tocitem target="spbrk.html"><name>spbrk</name><purpose>Part(s) of a B-form or a BBform</purpose></tocitem>
  </tocitem>
  <tocitem target="f6-8845.html#f6-10616">Work with Breaks, Knots, and Sites
    <tocitem target="aptknt.html"><name>aptknt</name><purpose>Acceptable knot sequence</purpose></tocitem>
    <tocitem target="augknt.html"><name>augknt</name><purpose>Augment knot sequence</purpose></tocitem>
    <tocitem target="aveknt.html"><name>aveknt</name><purpose>Provide knot averages</purpose></tocitem>
    <tocitem target="brk2knt.html"><name>brk2knt</name><purpose>Convert breaks with multiplicities into knots</purpose></tocitem>
    <tocitem target="chbpnt.html"><name>chbpnt</name><purpose>Good data sites, Chebyshev-Demko points</purpose></tocitem>
    <tocitem target="knt2brkknt2mlt.html"><name>knt2brk, knt2mlt</name><purpose>Convert knots to breaks and their multiplicities</purpose></tocitem>
    <tocitem target="newknt.html"><name>newknt</name><purpose>New break distribution</purpose></tocitem>
    <tocitem target="optknt.html"><name>optknt</name><purpose>Knot distribution “optimal” for interpolation</purpose></tocitem>
    <tocitem target="sorted.html"><name>sorted</name><purpose>Locate sites with respect to mesh sites</purpose></tocitem>
  </tocitem>
  <tocitem target="f6-8845.html#f6-10627">Customized Linear Equation Solver
    <tocitem target="bkbrk.html"><name>bkbrk</name><purpose>Part(s) of almost block-diagonal matrix</purpose></tocitem>
    <tocitem target="slvblk.html"><name>slvblk</name><purpose>Solve almost block-diagonal linear system</purpose></tocitem>
  </tocitem>
  <tocitem target="f6-8845.html#f6-4433">Information About Splines and the Toolbox
    <tocitem target="bspline.html"><name>bspline</name><purpose>B-spline and its polynomial pieces</purpose></tocitem>
    <tocitem target="spterms.html"><name>spterms</name><purpose>Explanation of Spline Toolbox terms</purpose></tocitem>
  </tocitem>
  <tocitem target="f6-8845.html#f6-11085">Utilities
    <tocitem target="franke.html"><name>franke</name><purpose>Franke's bivariate test function</purpose></tocitem>
    <tocitem target="spcol.html"><name>spcol </name><purpose>B-spline collocation matrix</purpose></tocitem>
    <tocitem target="splppsprpp.html"><name>splpp, sprpp</name><purpose>Taylor coefficients from local B-coefficients</purpose></tocitem>
    <tocitem target="stcol.html"><name>stcol</name><purpose>Scattered translates collocation matrix</purpose></tocitem>
    <tocitem target="subplus.html"><name>subplus</name><purpose>Positive part</purpose></tocitem>
    <tocitem target="titanium.html"><name>titanium</name><purpose>Titanium test data</purpose></tocitem>
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</toc>