Mathematica Asked on August 22, 2021
I have a long stream of mixed up data, but to simplify let us say I have these two lists (Actually I have 4 lists with 600 elements each):
l1 = {{0, 0}, {1, 1}, {2, 4}, {3, 9}, {4,
16}, {5, -12.5}, {6, -14.4}, {7, -14.7}, {8, -12.8}, {9, -8.1}, {10, 0}, {11, 12.1}, {12, 28.8}};
l2 = {{0, 0.}, {1, -0.9}, {2, -3.2}, {3, -6.3}, {4, -9.6}, {5,25}, {6, 36}, {7, 49}, {8, 64}, {9, 81}, {10, 100}, {11, 121}, {12,144}};
If you ListPlot them you cannot see the problem, but if you ListLinePlot them it becomes clear. How do I un-interwind something like this?
Show[ListPlot[l1], ListPlot[l2], PlotRange -> All]
Show[ListLinePlot[l1], ListLinePlot[l2], PlotRange -> All]
ClearAll[unTangle]
unTangle = Module[{l = #},
l[[All, All, 2]] = Transpose[Sort /@ Transpose[l[[All, All, 2]]]];l] &;
Examples:
Row[{ListLinePlot[{l1, l2}, ImageSize -> Medium],
ListLinePlot[unTangle @ {l1, l2}, ImageSize -> Medium]}, Spacer[10]]
SeedRandom[1]
lsts = MapIndexed[{#2[[1]], #} &] /@ RandomReal[1, {5, 50}];
Row[{ListLinePlot[lsts, ImageSize -> Medium],
ListLinePlot[unTangle @ lsts, ImageSize -> Medium]}, Spacer[10]]
Alternatively,
ClearAll[unIntertwine]
unIntertwine = TemporalData[Transpose[Sort /@ Transpose[#[[All, All, 2]]]],
{#[[1, All, 1]]}] &;
Normal[unIntertwine@{l1, l2}] == unTangle @ {l1, l2}
True
Normal[unIntertwine @ lsts] == unTangle @ lsts
True
Correct answer by kglr on August 22, 2021
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