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- W2355037010 abstract "A kind of rational quartic spline with linear denominator is constructed to interpolate the given function values smoothly.The interpolating function has simple and explicit representation with parameters,which is convenient for both theoretical study and practical application.The error estimates are given and the methods of functional value control,derivative value control and inflection control of the interpolation at a point are established.The advantage of these control methods is that they can be applied to modifying the local shape of an interpolating curve by simply selecting suitable parameters according to the design requirements." @default.
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- W2355037010 date "2011-01-01" @default.
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- W2355037010 title "Point control of rational quartic interpolating spline curve" @default.
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