f(x1, x2, x3, x4 ) = x12 + x22 + 2 x32 + x42- 5 x1 - 5 x2 - 21 x3 + 7 x4 + 50.
(This is the so-called Rosen-Suzuki function.)
where -10. < x1 < +10. and -10. < x2 < +10.
-10. < x3 < +10. and -10. < x4 < +10.
For this sample case, we have used 72 random locations together with the associated function values to construct the interpolant. Also, delta width values of X1, X2, X3 and X4 are chosen to be 1.
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