Appliquez directement les fonctions sur les séries temporelles
Récupérez les séries temporelles des prix quotidiens de clôture des actions de Microsoft et d'IBM pour 2015.
Afficher l'entrée complète de Wolfram Language
In[2]:=
msft = TemporalData[TimeSeries, {CompressedData["
1:eJxdUgk0lWkYlhSVtK+MCuX+y/dfzVAjyiNCWqRyW4Q73TSSMJUSNUZpzzom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"], CompressedData["
1:eJxdl0uOHDcQRMeAVrqFb8D8Zx5BgFc6ghYCvPJifHwvlNUFdT0YGAw6UGyw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"], 1, {
"Continuous", 1}, {"Discrete", 1}, 1, {
ValueDimensions -> 1, DateFunction -> Automatic,
ResamplingMethod -> {"Interpolation", InterpolationOrder -> 1}}},
True, 314.1];Afficher l'entrée complète de Wolfram Language
In[4]:=
ibm = TemporalData[TimeSeries, {CompressedData["
1:eJxFVXlYjtkbblGNSp8lFaFFlgYhbZRft+0rEmrCtOA97zlffFkyU8nSYoym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"], CompressedData["
1:eJxdl0uOHDcQRMeAVrqFb8D8Zx5BgFc6ghYCvPJifHwvlNUFdT0YGAw6UGyw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"], 1, {
"Continuous", 1}, {"Discrete", 1}, 1, {
ValueDimensions -> 1, DateFunction -> Automatic,
ResamplingMethod -> {"Interpolation", InterpolationOrder -> 1}}},
True, 314.1];In[5]:=
DateListPlot[{msft, ibm}, PlotLegends -> {"MSF", "IBM"},
PlotTheme -> "Detailed"]Out[5]=
Calculez et visualisez le rapport des prix des actions.
In[6]:=
DateListPlot[msft/ibm, PlotTheme -> "Detailed"]Out[6]=
Calculez le logarithme binaire de l'une des séries temporelles.
In[7]:=
blog = Log2[msft/msft["FirstValue"]]Out[7]=
In[8]:=
DateListPlot[blog, PlotTheme -> "Detailed"]Out[8]=
