There is a data of 4*531441, the first column is k1, the second column is k2, the third column is k3, and the fourth column is B(k1, k2, k3). How does mathematica do the interpolation function B(k1,k2,k3)?
In[105]:=
data1 = Import[
"/run/user/1000/gvfs/sftp:host=202.197.126.00,user=wupu/home/\
wupu/ouhe0035-da/401/bb.log"];
In[106]:=
pts = Table[{data1[[i, 1]], data1[[i, 2]], data1[[i, 3]],
data1[[i, 4]]}, {i, 4, Length[data1]}];
In[90]:= Table1[[1]]
Out[90]= {5.7983*10^17, 5.7983*10^17, 6.2499*10^17, -9.36702*10^-108}
In[108]:=
B[x_, y_, z_] :=
Evaluate[InterpolatingPolynomial[{{#[[1]], #[[2]], #[[3]]}, #[[4]]} \
& /@ pts, {x, y, z}]]
\:6B63\:5728\:8BA1\:7B97In[108]:= General::nomem: The current computation was aborted because there was insufficient memory available to complete the computation.
\:6B63\:5728\:8BA1\:7B97In[108]:= Throw::sysexc: Uncaught SystemException returned to top level. Can be caught with Catch[\[Ellipsis], _SystemException].
Out[108]= SystemException["MemoryAllocationFailure"]