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 Author Comment/Response Bill Simpson 07/30/12 12:09pm We have no idea how you are actually doing your DumpSave or bringing the result back. Perhaps this example will help. In[1]:= sol=NDSolve[{y'[x]==y[x],y[1]==2},y,{x,0,3}] Out[1]= {{y->InterpolatingFunction[{{0.,3.}},<>]}} In[2]:= DumpSave["nds.mx",sol] Out[2]= {{{y->InterpolatingFunction[{{0.,3.}},<>]}}} Exit Mathematica Start Mathematica In[1]:= <InterpolatingFunction[{{0.,3.}},<>]}} In[3]:= y[1]/.sol Out[3]= {2.} In[4]:=Plot[y[t]/.sol, {t,0,3}] Out[4]= <<> URL: ,

 Subject (listing for 'Efficient way to store InterpolatingFunction') Author Date Posted Efficient way to store InterpolatingFunction fpghost 07/28/12 03:51am Re: Efficient way to store InterpolatingFunction Bill Simpson 07/30/12 12:09pm
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