InterpolatingPolynomial[{f1, f2, ...}, x]
constructs an interpolating polynomial in x which reproduces the function values  at successive integer values  of  . |
InterpolatingPolynomial[{{x1, f1}, {x2, f2}, ...}, x]
constructs an interpolating polynomial for the function values  corresponding to  values  . |
InterpolatingPolynomial[{{{x1, y1, ...}, f1}, {{x2, y2, ...}, f2}, ...}, {x, y, ...}]
constructs a multidimensional interpolating polynomial in the variables  . |
InterpolatingPolynomial[{{{x1, ...}, f1, df1, ...}, ...}, {x, ...}]
constructs an interpolating polynomial that reproduces derivatives as well as function values. |
and sample points 
, etc. can be arbitrary real or complex numbers, and in 1D can be arbitrary symbolic expressions. 
, InterpolatingPolynomial gives a polynomial of degree 
. 
derivative can be given as a tensor with a structure corresponding to D[f, {{x, y, ...}, n}]. »
EXAMPLES
Basic Examples 
Scope 