Tag Archives: plots

Overlays for bar charts (take 2)

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A while back I posted about using overlays for bar charts to show one value at a time. For my latest presentation I had a similar but slightly different wish: show all values for one system at a time, one system after the other.

Easily done, I just adapt the code from my previous post to show all values at the same time:

\newcommand{\addplotoverlay}[3][]{
\alt<#3->{
\addplot+ [ybar,#1] coordinates {#2}; 
}{
\addplot+ [ybar,#1] coordinates {(Xcoord1,0)}; % + don't show zero values in plot
}
}

This is specific to my plot, Xcoord1 is one of my symbolic x-coordinates in the plot. Other than that, the code is completely independent from the used coordinates and the number of them, which makes it more flexible than my old stuff.

Usage (this will let seagreen bars at the given coordinates appear on slide 2):

\addplotoverlayrank[seagreen]{(Xcoord1, 0.331) (Xcoord2, 0.095)}{2}

Overlays for bar charts

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Yesterday I posted about creating bar charts with TikZ and pgfplots.

Today I want to present a command to make the bars of one data series (i.e., one of my systems) appear one after the other on a beamer LaTeX slide.

This is the code to put into your preamble:

\newcounter{MyNextSlide}
\newcounter{MyNextNextSlide}
\newcommand{\addplotoverlay}[5][]{
\setcounter{MyNextSlide}{#5}
\stepcounter{MyNextSlide}
\setcounter{MyNextNextSlide}{\theMyNextSlide}
\stepcounter{MyNextNextSlide}
\alt<#5->{\only<#5->{\alt<\theMyNextSlide->{\alt<\theMyNextNextSlide->{
\addplot+ [ybar,#1] coordinates {#2 #3 #4}; 
}{
\addplot+ [ybar,#1] coordinates {#2 #3}; 
}}{
\addplot+ [ybar,#1] coordinates {#2}; 
}}}{
\addplot+ [ybar,#1] coordinates {(PI,0)}; % + don't show zero values in plot
}
}

Usage (‘first slide’ refers to the slide on which value 1 should first appear, it will stay and the slide afterwards will add value 2, the slide after that will add value 3): 

\addplotoverlay [color or other options] {value 1}{value 2}{value 3}{first slide}

This depends on there being three data points in a data series and I have hardcoded the x coordinate PI. You’ll probably need to adjust this before you are able to do something useful with this code.

Bar charts in LaTeX with TikZ

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I have four systems to compare (baseline, minimal, window, syntax) on three different tasks (let’s call them PI, AI and AC). I want a bar chart (similar to this example). We of course use TikZ and pgfplots and there is ybar to get a bar chart. The outer bars are cut off, so we need to add a little space on both sides with enlarge x limits. We can play around with the axes, the height and the width of the plot and the legend, but you can look at other examples for this, I’ll focus on two things here.

First, I would like to have the three tasks side by side with a nice name. In TikZ we can use symbolic x coordinates for this, we just give them some names and can then use them like any other x coordinate, e.g., to put a data point at (PI, 50). We can give the coordinates labels that are nicer to read with xticklabels. Usually there will be ‘ticks’ (i.e., markers on the x axis) somewhere randomly, to get only for each x-axis label/task, use xtick=data.

symbolic x coords={PI, AI, AC},
xticklabels={Pred. ident., Arg. ident., Arg. class.},
xtick=data,

Second, I would like to have the numbers above the bars with one decimal place. We can get the numbers with these two lines (the first one gives the numbers, as they are too big the second line adjusts the font size):

nodes near coords={\pgfmathprintnumber[fixed zerofill,fixed,precision=1]{\pgfplotspointmeta}}
every node near coord/.append style={font=\tiny}

To get rid of zeros, we can replace the second line with

every node near coord/.append style={
      check for zero/.code={
        \pgfmathfloatifflags{\pgfplotspointmeta}{0}{
           \pgfkeys{/tikz/coordinate}
        }{}
      }, 
      check for zero, font=\tiny},

So this is my final axis style:

\pgfplotsset{resultsplot/.style={
axis x line*=bottom, 
axis y line=left, 
ybar,
symbolic x coords={PI, AI, AC},
xticklabels={Pred. ident., Arg. ident., Arg. class.},
xtick=data,
enlarge x limits=0.2,
nodes near coords={\pgfmathprintnumber[fixed zerofill,fixed,precision=1]{\pgfplotspointmeta}},
every node near coord/.append style={
      check for zero/.code={
        \pgfmathfloatifflags{\pgfplotspointmeta}{0}{
           \pgfkeys{/tikz/coordinate}
        }{}
      }, check for zero, font=\tiny},
area legend,
legend style={at={(0.5,-0.12)},
anchor=north,legend columns=-1},
}
}

And now we can get the actual graph that uses this axis style. Each plot represents a different system (the numbers are F1 scores):

 
\begin{tikzpicture}
\begin{axis}[resultsplot]
\addplot+ [ybar,green] coordinates {(PI, 67.8) (AI, 30.6) (AC, 20.2)};
\addlegendentry{Baseline}
\addplot+ [ybar,blue] coordinates {(PI, 78.6) (AI, 21.2) (AC, 16.5)};
\addlegendentry{Minimal system}
\addplot+ [ybar,orange] coordinates {(PI, 80.0) (AI, 44.2) (AC, 36.6)};
\addlegendentry{Window}
\addplot+ [ybar,red] coordinates {(PI, 80.1) (AI, 54.2) (AC, 44.8)};
\addlegendentry{Syntax}
\end{axis}
\end{tikzpicture}

Have fun!

Pie charts with LaTeX TikZ

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Define a new command to insert a pie slice:

\newcommand{\slice}[4]{
  \pgfmathparse{0.5*#1+0.5*#2}
  \let\midangle\pgfmathresult

  % slice
  \draw[thick,fill=black!10] (0,0) -- (#1:1) arc (#1:#2:1) -- cycle;

  % outer label
  \node[label=\midangle:#4] at (\midangle:1) {};

  % inner label
  \pgfmathparse{min((#2-#1-10)/110*(-0.3),0)}
  \let\temp\pgfmathresult
  \pgfmathparse{max(\temp,-0.5) + 0.8}
  \let\innerpos\pgfmathresult
  \node at (\midangle:\innerpos) {#3};
}

Then define the slices in the order you want to have them and with the percentages and labels. You can start at a different point in the circle by setting the counter ‘d’ to a different value before the loop, e.g. \setcounter{d}{25}.

\begin{tikzpicture}[scale=3]
\newcounter{c}
\newcounter{d}
\foreach \p/\t in {66/, 17/Equative, 10/Difference, 7/}
  {
    \setcounter{c}{\value{d}}
    \addtocounter{d}{\p}
    \slice{\thec/100*360}
          {\thed/100*360}
          { \small \p\%}{\t}
  }
  \node[label=0.5:Ranked] at (1,0.6) {};
  \node[label=0.5:Superlative] at (1,-0.3) {};
\end{tikzpicture}

I didn’t like the automatic placement of two labels, that is why I gave ‘Ranked’ and ‘Superlative’ an empty label in the loop and placed them by hand later on.

The original is from Texample, uploaded by Robert Vollmert.