I've plotted quite a lot... and I still don't know what's the difference...

All -> all points are included

 

Full -> include full range of original data

Clearly, All behaves here as Automatic:

Automatic -> outlying points are dropped

I've thought, maybe "all points" refers to the precalculated list of points, but the outlier is there, even if invisible:

ListLogLinearPlot[Transpose[{x, y}], PlotRange -> All, Frame -> True ] // {#, Cases[#, Point[x_] :> E^x[[1, 1]], ∞]} & 

For me it's clearly a bug or problem with docs that should stress:

if you need All the data, use Full. :)

 ListLogLinearPlot[Transpose[{x, y}], PlotRange -> Full, Frame -> True] 

I've plotted quite a lot... and I still don't know what's the difference...

All -> all points are included

Full -> include full range of original data

Clearly, All behaves here as Automatic:

Automatic -> outlying points are dropped

I've thought, maybe "all points" refers to the precalculated list of points, but the outlier is there, even if invisible:

ListLogLinearPlot[Transpose[{x, y}], PlotRange -> All, Frame -> True ] // {#, Cases[#, Point[x_] :> E^x[[1, 1]], ∞]} & 

For me it's clearly a bug or problem with docs that should stress:

if you need All the data, use Full. :)

 ListLogLinearPlot[Transpose[{x, y}], PlotRange -> Full, Frame -> True] 

I've plotted quite a lot... and I still don't know what's the difference...

All -> all points are included

Full -> include full range of original data

Clearly, All behaves here as Automatic:

Automatic -> outlying points are dropped

I've thought, maybe "all points" refers to the precalculated list of points, but the outlier is there, even if invisible:

ListLogLinearPlot[Transpose[{x, y}], PlotRange -> All, Frame -> True ] // {#, Cases[#, Point[x_] :> E^x[[1, 1]], ∞]} & 

For me it's clearly a bug or problem with docs that should stress:

if you need All the data, use Full. :)

I've plotted quite a lot... and I still don't know what's the difference...

All -> all points are included

Full -> include full range of original data

Clearly, All behaves here as Automatic:

Automatic -> outlying points are dropped

I've thought, maybe "all points" refers to the precalculated list of points, but the outlier is there, even if invisible:

ListLogLinearPlot[Transpose[{x, y}], PlotRange -> All, Frame -> True ] // {#, Cases[#, Point[x_] :> E^x[[1, 1]], ∞]} & 

For me it's clearly a bug or problem with docs that should stress:

if you need All the data, use Full. :)

 ListLogLinearPlot[Transpose[{x, y}], PlotRange -> Full, Frame -> True]