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<h1>Plotly, ggplot2, and R</h1>
<p><a href="http://www.plot.ly">Plotly</a> is a cool, open-source project ( <a href="https://github.com/plotly">github</a> ) to help people get interactive plots online easily through a number of various programming languages. This page serves as a guide to using it with <a href="http://www.r-project.org/">R's</a> <a href="http://ggplot2.org/">ggplot2</a> visualization and plotting package and will be updated as support for new geoms (ggplot plots/visualization types) are added.</p>
<p>Most examples will be taken straight from <a href="http://docs.ggplot2.org/current/">ggplot's docs website</a>. The master list of geoms is at the botttom of this post. Some of the plots have minor errors.</p>
<h2>Installing Plot.ly</h2>
<p>Installing Plot.ly within R is easy. </p>
<pre><code class="r"># autoloads ggplot
library(devtools)
install_github("plotly", "ropensci")
signup("yourusername", "[email protected]")
</code></pre>
<pre><code class="r">library(plotly)
</code></pre>
<pre><code>## Loading required package: RCurl
## Loading required package: bitops
## Loading required package: RJSONIO
## Loading required package: ggplot2
</code></pre>
<pre><code class="r">py <- plotly(username = "xysmas", key = plotly.key)
</code></pre>
<h1>On With the Plots</h1>
<<<<<<< HEAD
=======
<h2>geom_abline, hline, vline</h2>
<pre><code class="r">coefs <- coef(lm(Sepal.Length ~ Petal.Width, data = iris))
p.iris <- ggplot(iris, aes(Petal.Width, Sepal.Length, color = Species))
p.iris <- p.iris + geom_point()
p.iris.hline <- p.iris + geom_hline(yintercept = 7)
p.iris.abline <- p.iris + geom_abline(intercept = coefs[1], slope = coefs[2],
colour = "red", size = 2)
p.iris.vline <- p.iris + geom_vline(xintercept = 2)
p.iris.abline
p.iris.hline
p.iris.vline
</code></pre>
<p><img src="data:image/png;base64,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" title="plot of chunk lines" alt="plot of chunk lines" style="display: block; margin: auto;" /><img src="data:image/png;base64,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" title="plot of chunk lines" alt="plot of chunk lines" style="display: block; margin: auto;" /><img 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" title="plot of chunk lines" alt="plot of chunk lines" style="display: block; margin: auto;" /></p>
<pre><code class="r">py$ggplotly(p.iris.abline)
</code></pre>
<pre><code>## Error: conversion not implemented for geom_abline (basic geom_abline)
</code></pre>
<pre><code class="r"># odd little error
py$ggplotly(p.iris.hline)
</code></pre>
<pre><code>## Error: object 'Petal.Width' not found
</code></pre>
<pre><code class="r"># odd little error
py$ggplotly(p.iris.vline)
</code></pre>
<pre><code>## Error: object 'Petal.Width' not found
</code></pre>
<p>geom_abline doesn't work. </p>
>>>>>>> FETCH_HEAD
<h2>geom_jitter</h2>
<pre><code class="r">p <- ggplot(iris, aes(Petal.Width, Sepal.Length, color = Species))
p + geom_jitter()
py$ggplotly(p + geom_jitter())
</code></pre>
<pre><code>## Error: conversion not implemented for geom_jitter (basic geom_jitter)
</code></pre>
<pre><code class="r"># try position instead
py$ggplotly(p + geom_point(position = position_jitter()))
</code></pre>
<<<<<<< HEAD
<p><img 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" title="plot of chunk jitter" alt="plot of chunk jitter" style="display: block; margin: auto;" /><iframe height="600" id="igraph" scrolling="no" seamless="seamless"
src="https://plot.ly/~xysmas/192" width="600"></iframe></p>
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<p><img 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" title="plot of chunk jitter" alt="plot of chunk jitter" style="display: block; margin: auto;" /><iframe height="600" id="igraph" scrolling="no" seamless="seamless"
src="https://plot.ly/~xysmas/183" width="600"></iframe></p>
>>>>>>> FETCH_HEAD
<p>geom_jitter fails, but position jitter passed to geompoint seems to work fine. </p>
<h2>geom_line</h2>
<p>(potentially the most useless plot ever, but just as an example…)</p>
<pre><code class="r">p <- p + geom_line()
p
</code></pre>
<p><img 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" title="plot of chunk line" alt="plot of chunk line" style="display: block; margin: auto;" /><iframe height="600" id="igraph" scrolling="no" seamless="seamless"
<<<<<<< HEAD
src="https://plot.ly/~xysmas/192" width="600"></iframe></p>
=======
src="https://plot.ly/~xysmas/183" width="600"></iframe></p>
>>>>>>> FETCH_HEAD
<pre><code class="r">py$ggplotly(p)
</code></pre>
<iframe height="600" id="igraph" scrolling="no" seamless="seamless"
<<<<<<< HEAD
src="https://plot.ly/~xysmas/193" width="600"></iframe>
<p>yes, funny that abline and the other line geoms do not work.</p>
=======
src="https://plot.ly/~xysmas/184" width="600"></iframe>
<p>yes, funny that abline and the other line geoms do not work.</p>
<h2>geom_path</h2>
<pre><code class="r"># Use the arrow parameter to add an arrow to the line See ?grid::arrow for
# more details
library(grid)
c <- ggplot(economics, aes(x = date, y = pop))
# Arrow defaults to 'last'
c + geom_path(arrow = arrow())
py$ggplotly(c + geom_path(arrow = arrow()))
</code></pre>
<p><img 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" title="plot of chunk paths" alt="plot of chunk paths" style="display: block; margin: auto;" /><iframe height="600" id="igraph" scrolling="no" seamless="seamless"
src="https://plot.ly/~xysmas/185" width="600"></iframe></p>
>>>>>>> FETCH_HEAD
<h2>geom_point</h2>
<p>Clearly this works.</p>
<h2>geom_polygon</h2>
<pre><code class="r">### example straight from ggplot2 When using geom_polygon, you will typically
### need two data frames: one contains the coordinates of each polygon
### (positions), and the other the values associated with each polygon
### (values). An id variable links the two together
ids <- factor(c("1.1", "2.1", "1.2", "2.2", "1.3", "2.3"))
values <- data.frame(id = ids, value = c(3, 3.1, 3.1, 3.2, 3.15, 3.5))
positions <- data.frame(id = rep(ids, each = 4), x = c(2, 1, 1.1, 2.2, 1, 0,
0.3, 1.1, 2.2, 1.1, 1.2, 2.5, 1.1, 0.3, 0.5, 1.2, 2.5, 1.2, 1.3, 2.7, 1.2,
0.5, 0.6, 1.3), y = c(-0.5, 0, 1, 0.5, 0, 0.5, 1.5, 1, 0.5, 1, 2.1, 1.7,
1, 1.5, 2.2, 2.1, 1.7, 2.1, 3.2, 2.8, 2.1, 2.2, 3.3, 3.2))
# Currently we need to manually merge the two together
datapoly <- merge(values, positions, by = c("id"))
(p <- ggplot(datapoly, aes(x = x, y = y)) + geom_polygon(aes(fill = value, group = id)))
py$ggplotly(p)
rm(p)
</code></pre>
<p><img 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" title="plot of chunk poly" alt="plot of chunk poly" style="display: block; margin: auto;" /><iframe height="600" id="igraph" scrolling="no" seamless="seamless"
<<<<<<< HEAD
src="https://plot.ly/~xysmas/194" width="600"></iframe></p>
=======
src="https://plot.ly/~xysmas/186" width="600"></iframe></p>
<h2>geom_ribbon</h2>
<pre><code class="r">msamp <- movies[sample(nrow(movies), 1000), ]
m <- ggplot(msamp, aes(y = log(votes), x = year))
m <- m + geom_point()
m <- m + stat_summary(geom = "ribbon", fun.ymin = "min", fun.ymax = "max")
m
py$ggplotly(m)
</code></pre>
<pre><code>## Error: TODO
</code></pre>
<p><img 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" title="plot of chunk ribbon" alt="plot of chunk ribbon" style="display: block; margin: auto;" /><iframe height="600" id="igraph" scrolling="no" seamless="seamless"
src="https://plot.ly/~xysmas/186" width="600"></iframe></p>
<p>Points work, stat summary doesn't. </p>
>>>>>>> FETCH_HEAD
<h2>geom_segment</h2>
<p>example from ggplot docs</p>
<pre><code class="r">library(grid) # needed for arrow function
p <- ggplot(seals, aes(x = long, y = lat))
p <- p + geom_segment(aes(xend = long + delta_long, yend = lat + delta_lat),
arrow = arrow(length = unit(0.1, "cm")))
p
py$ggplotly(p)
</code></pre>
<p><img 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" title="plot of chunk seg" alt="plot of chunk seg" style="display: block; margin: auto;" /><iframe height="600" id="igraph" scrolling="no" seamless="seamless"
<<<<<<< HEAD
src="https://plot.ly/~xysmas/195" width="600"></iframe></p>
=======
src="https://plot.ly/~xysmas/187" width="600"></iframe></p>
>>>>>>> FETCH_HEAD
<h1>master list of geoms:</h1>
<p><a href="http://docs.ggplot2.org/current/">ggplot2 docs</a></p>
<h3>geoms</h3>
<ul>
<li>geom_abline() = FALSE</li>
<li>geom_area() = FALSE</li>
<li>geom_bar() = FALSE</li>
<li>geom_bin2d() = FALSE</li>
<li>geom_blank() = </li>
<li>geom_boxplot() = FALSE</li>
<li>geom_contour() = FALSE</li>
<li>geom_crossbar() = FALSE</li>
<li>geom_density() = FALSE</li>
<li>geom_density2d() = FALSE</li>
<li>geom_dotplot() = FALSE</li>
<li>geom_errorbar() = FALSE</li>
<li>geom_errorbarh() = FALSE</li>
<li>geom_freqpoly() = FALSE</li>
<li>geom_hex() = Untested</li>
<li>geom_histogram() = FALSE</li>
<li>geom_hline() = FALSE</li>
<li>geom_jitter() = FALSE</li>
<li>geom_line() = TRUE</li>
<li>geom_linerange() = FALSE</li>
<li>geom_map() = FALSE</li>
<li>geom_path() = TRUE</li>
<li>geom_point() = TRUE</li>
<li>geom_pointrange() = FALSE</li>
<li>geom_polygon() =TRUE </li>
<li>geom_quantile() = FALSE</li>
<li>geom_raster() = FALSE</li>
<li>geom_rect() = FALSE</li>
<li>geom_ribbon() = FALSE</li>
<li>geom_rug() = FALSE</li>
<li>geom_segment() = TRUE</li>
<li>geom_smooth() = FALSE</li>
<li>geom_step() = FALSE</li>
<li>geom_text() = FALSE</li>
<li>geom_tile() = FALSE</li>
<li>geom_violin() = FALSE</li>
<li>geom_vline() = FALSE</li>
</ul>
<h3>stats</h3>
<ul>
<li>stat_abline() = FALSE</li>
<li>stat_bin()</li>
<li>stat_bin2d()</li>
<li>stat_bindot()</li>
<li>stat_bindot()</li>
<li>stat_binhex()</li>
<li>stat_contour()</li>
<li>stat_density()</li>
<li>stat_density2d()</li>
<li>stat_ecdf()</li>
<li>stat_function()</li>
<li>stat_hline()</li>
<li>stat_identity()</li>
<li>stat_qq()</li>
<li>stat_quantile() = false</li>
<li>stat_smooth()</li>
<li>stat_spoke()</li>
<li>stat_sum()</li>
<li>stat_summary()</li>
<li>stat_summary_hex()</li>
<li>stat_summary2d()</li>
<li>stat_unique()</li>
<li>stat_vline()</li>
<li>stat_ydensity()</li>
</ul>
<h3>other ggplot stuff</h3>
<ul>
<li>expand_limits</li>
<li>guide_legend</li>
<li>guide_colourbar(guide_colorbar)</li>
<li>scale_alpha(scale_alpha_continuous, scale_alpha_discrete)</li>
<li>scale_area()</li>
<li>scale_color_brewer</li>
<li>scale_color_continuous</li>
<li>scale_color_discrete</li>
<li>scale_color_gradient</li>
<li>scale_color_gradient2</li>
<li><p>scale_color_gradientn</p></li>
<li><p>coord_cartesian</p></li>
<li><p>coord_equal</p></li>
<li><p>coord_fixed</p></li>
<li><p>coord_flip</p></li>
<li><p>coord_map = FALSE</p></li>
<li><p>coord_polar</p></li>
<li><p>coord_trans</p></li>
<li></li>
<li><p>facet_grid</p></li>
<li><p>facet_null</p></li>
<li><p>facet_wrap</p></li>
<li></li>
<li><p>position_dodge</p></li>
<li><p>position_fill</p></li>
<li><p>position_identity</p></li>
<li><p>position_jitter</p></li>
<li><p>position_stack</p></li>
</ul>
</body>
</html>