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help splines.
For ease of use, most functions have default arguments. In the reference entry under Syntax, we first list the function with all necessary input arguments and then with all possible input arguments. The functions can be used with any number of arguments between these extremes, the rule being that if you want to specify an optional argument, you must also specify all other optional arguments (if any) to the left of it in the argument list. The rest are given default values, as specified in the manual.
As always in MATLAB, only the output arguments explicitly specified are returned to the user.
The naming convention used is in part the result of discussions with Jörg Peters.
Commands Grouped By Subject
Operators |
evaluation of a function |
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name and part(s) of a form |
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arithmetic with functions |
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convert to specified form |
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derivative of a function |
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integral of a function |
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jumps, i.e., f(x+) - f(x-) |
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display a function |
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Insert additional points into the partition for f |
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cubic spline interpolation |
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cubic spline interpolation with end conditions |
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cubic smoothing spline |
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interpolating cubic spline curve |
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interactive creation of a cubic spline curve |
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some help |
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make a pp |
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evaluate function in ppform, possibly continuous from the left |
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some help |
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make a spline |
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generate a spline curve |
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spline interpolation |
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spline approximation |
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smoothing spline |
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collocation matrix |
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augment a break or knot sequence |
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provide knot averages |
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breaks with multiplicities into knots |
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From knots to breaks and their multiplicities |
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knot multiplicities |
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locate one sequence within another |
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provide better(?) break sequence |
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provide 'optimal' knots |
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solve almost block diagonal system |
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take apart almost block diagonal matrix |
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Franke's bivariate test function. |
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positive part |
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titanium heat data |
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convert left of 0 from B to pp |
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convert right of 0 from B to pp |