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1

Here is the solution of Jason B. ParallelEvaluate[ Table[ {$KernelID, i}; x = i^2; Print["$KernelID = ", $KernelID, ", i = ", i ", x = \!\(\*SuperscriptBox[\(i\), \(2\)]\) = ", x], {i, ($KernelID - 1) 250 + 1, $KernelID 250} ]; ]; Output is correct: (I only do not understand why for i=1 no output is shown?) ...


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Build a Table of segments and display the desired number of segments. surf[u_, v_] := {Cos[ u] (16.958793136378254` E^(0.16568669119550355` u) + \ (1.2436985521695564`*^-15 + 8.299999999999999` E^(0.16568669119550355` u) + 0.34091663610461015` Sqrt[ 8.881784197001252`*^-16 + 5.927385595690565` E^(0.16568669119550355` ...


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This is no false statement. The following code works and produces answers. I am running on Mac OS X 10.11.3 using MMA 10.3.1.0. I broke the code into chucks for easier cutting and pasting into a notebook. ClearAll["Global`*"] The second chunk of code... E1[X1_, X2_, Y1_, Y2_, \[CapitalPhi]_] := Subscript[c, 111] X1*X1 + Subscript[c, 112] X1*X2 + ...



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