This namespace contains a discussion of polynomial interpolation, and different
methods for fitting a polynomial of degree N-1
to N
points and evaluating
that polynomial at some different x
.
This namespace contains a discussion of polynomial interpolation, and different methods for fitting a polynomial of degree `N-1` to `N` points and evaluating that polynomial at some different `x`.
This namespace contains a discussion of rational function interpolation, and
different methods for fitting rational functions to N
points and evaluating
them at some value x
.
This namespace contains a discussion of rational function interpolation, and different methods for fitting rational functions to `N` points and evaluating them at some value `x`.
Richardson interpolation is a special case of polynomial interpolation; knowing
the ratios of successive x
coordinates in the point sequence allows a more
efficient calculation.
Richardson interpolation is a special case of polynomial interpolation; knowing the ratios of successive `x` coordinates in the point sequence allows a more efficient calculation.
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