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R Graph Essentials
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R Graph Essentials

Chapter 2. Advanced Functions in Base Graphics

The goal of this chapter is to enable you to create different types of graphs in R. In Chapter 1, Base Graphics in R – One Step at a Time, you created scatterplots and line plots. Now in this chapter, you will learn how to create other types of graphs, including bar charts, histograms, boxplots, pie charts, and dotcharts. Topics covered in this chapter include the following:

  • Including a regression line and residuals in your graph
  • Creating complex multiple axes
  • Including grid lines and point labels
  • Shading and coloring your graph
  • Creating bar charts, histograms, boxplots, pie charts, and dotcharts
  • Adding LOWESS smoothers to your graph
  • Creating scatterplot matrices
  • Adding error bars

After working through this chapter, you should understand the principles behind certain advanced plotting functions and should be able to create a wide range of graphs for research and analysis.

Reading datasets into R

Several datasets have been created for this book and can be downloaded from the website for this book as text files. These text files also provide the R code for each chapter. Alternatively, copy the relevant CSV file into a convenient folder, make sure that the R working directory matches your folder, and use the read.csv() command. For example, to read a CSV file called Patients as the object T, enter the following syntax:

T <- read.csv("Patients.csv", h=T)

Further explanations on reading datasets will be given in this chapter.

Including a regression line and residuals

In the Creating scatterplots and line plots section in Chapter 1, Base Graphics in R – One Step at a Time, we saw how to use the abline() command and the lm() command to include a regression line in your graph. Now, we will take this idea a little further. The following regression uses a datafile in which a sample of 10 people rated a film by awarding scores out of 100. These people then viewed the film a second time 1 month later and again awarded scores. We wish to use a regression model to see how well the first rating scores predicted the second rating.

In an OLS regression with one predictor, we fit a model of the following form:

Yi  =  β0  +  β1 Xi  + ei

In this form, β0 is the intercept, β1 is the slope, and e i are the errors (or residuals).

Let's perform the regression on the data and plot the results. Along the way, we will learn some useful R syntax. Go to the code file of this chapter, and copy and paste...

A medical dataset to create graphs

For many of the examples in this book, we will use the following dataset. It gives medical data on 45 people: their names; their gender (a two-level categorical variable); their ethnicity (a four-level categorical variable, labeled 1, 2, and 3); the medical treatment they received (a three-level categorical variable with levels A, B, or C); their age band (a three-level categorical variable with levels Y, M, and E, standing for young, middle-aged, and elderly); their weight (body mass) before treatment (in kg) and weight (body mass) after treatment (in kg), their heights (in cm); whether they smoke (a two-level categorical variable with levels Y and N); whether they perform regular exercise (a two-level categorical variable with levels TRUE and FALSE); and finally, whether or not they recovered after treatment (a two-level categorical variable with levels 1 and 0). We read this dataset as an object called T. The syntax to read this dataset is given in...

Creating complex multiple axes

Now we will create a graph with two curves and three axes. First, let's read the following vectors of data:

x <- c(-25:25)

y <- 1.5*x + 2

z <- 0.3*(x**2) - 20

In the preceding code, we have a linear function and a quadratic function. As you will see, we will need some extra room for text on the right-hand margin. This is because we wish to add some explanatory text there. By default, graphs in R have margins that are as follows:

  • 5-lines wide on the bottom axis
  • 4-lines wide on the left-hand axis
  • 4-lines wide on the top axis
  • 2-lines wide on the right-hand axis

We want to create a right-hand margin 8.1-lines wide on the right axis using the mar argument, which controls margin widths:

par(mar=c(5, 4, 4, 8) + 0.1)

Note the syntax for changing the default margin width for any axis. You simply insert the desired line width value in the appropriate position within the mar argument. Now, we disable the default axes and plot as follows:

plot(x, y,type=&quot...

Including a grid on your graph

You can add a grid to your plot using the grid() command. Let's set up a simple graph and add a grid:

x <- seq(1:5)
y <- x
plot(x, y, pch = 16)

Let's add a default grid with horizontal and vertical grid lines at major units in both the horizontal and vertical directions:

grid()

You get the following graph:

Including a grid on your graph

Now, we omit the horizontal grid lines using ny = NA. Of course, you could do the same for the vertical grid lines.

plot(x, y, pch = 16)
grid(ny=NA)

We get the following graph:

Including a grid on your graph

Setting the numbers of grid lines to NULL produces the default option of grid lines at every unit, for example:

plot(x, y, pch = 16)
grid(nx = NULL, ny = NULL)

Reading datasets into R


Several datasets have been created for this book and can be downloaded from the website for this book as text files. These text files also provide the R code for each chapter. Alternatively, copy the relevant CSV file into a convenient folder, make sure that the R working directory matches your folder, and use the read.csv() command. For example, to read a CSV file called Patients as the object T, enter the following syntax:

T <- read.csv("Patients.csv", h=T)

Further explanations on reading datasets will be given in this chapter.

Including a regression line and residuals


In the Creating scatterplots and line plots section in Chapter 1, Base Graphics in R – One Step at a Time, we saw how to use the abline() command and the lm() command to include a regression line in your graph. Now, we will take this idea a little further. The following regression uses a datafile in which a sample of 10 people rated a film by awarding scores out of 100. These people then viewed the film a second time 1 month later and again awarded scores. We wish to use a regression model to see how well the first rating scores predicted the second rating.

In an OLS regression with one predictor, we fit a model of the following form:

Yi  =  β0  +  β1 Xi  + ei

In this form, β0 is the intercept, β1 is the slope, and e i are the errors (or residuals).

Let's perform the regression on the data and plot the results. Along the way, we will learn some useful R syntax. Go to the code file of this chapter, and copy and paste the following syntax into R. It contains...

A medical dataset to create graphs


For many of the examples in this book, we will use the following dataset. It gives medical data on 45 people: their names; their gender (a two-level categorical variable); their ethnicity (a four-level categorical variable, labeled 1, 2, and 3); the medical treatment they received (a three-level categorical variable with levels A, B, or C); their age band (a three-level categorical variable with levels Y, M, and E, standing for young, middle-aged, and elderly); their weight (body mass) before treatment (in kg) and weight (body mass) after treatment (in kg), their heights (in cm); whether they smoke (a two-level categorical variable with levels Y and N); whether they perform regular exercise (a two-level categorical variable with levels TRUE and FALSE); and finally, whether or not they recovered after treatment (a two-level categorical variable with levels 1 and 0). We read this dataset as an object called T. The syntax to read this dataset is given in the...

Creating complex multiple axes


Now we will create a graph with two curves and three axes. First, let's read the following vectors of data:

x <- c(-25:25)

y <- 1.5*x + 2

z <- 0.3*(x**2) - 20

In the preceding code, we have a linear function and a quadratic function. As you will see, we will need some extra room for text on the right-hand margin. This is because we wish to add some explanatory text there. By default, graphs in R have margins that are as follows:

  • 5-lines wide on the bottom axis

  • 4-lines wide on the left-hand axis

  • 4-lines wide on the top axis

  • 2-lines wide on the right-hand axis

We want to create a right-hand margin 8.1-lines wide on the right axis using the mar argument, which controls margin widths:

par(mar=c(5, 4, 4, 8) + 0.1)

Note the syntax for changing the default margin width for any axis. You simply insert the desired line width value in the appropriate position within the mar argument. Now, we disable the default axes and plot as follows:

plot(x, y,type="o", pch...

Including a grid on your graph


You can add a grid to your plot using the grid() command. Let's set up a simple graph and add a grid:

x <- seq(1:5)
y <- x
plot(x, y, pch = 16)

Let's add a default grid with horizontal and vertical grid lines at major units in both the horizontal and vertical directions:

grid()

You get the following graph:

Now, we omit the horizontal grid lines using ny = NA. Of course, you could do the same for the vertical grid lines.

plot(x, y, pch = 16)
grid(ny=NA)

We get the following graph:

Setting the numbers of grid lines to NULL produces the default option of grid lines at every unit, for example:

plot(x, y, pch = 16)
grid(nx = NULL, ny = NULL)

Shading and coloring your graph


You can shade and color your graphs using the polygon() command. To use the polygon() command, you must specify the horizontal and vertical axis limits, but you must also include the x and y variables as the middle arguments.

Let's create a quadratic curve and shade under it with a light green selected from the Hexadecimal Color Chart:

x <- 1:100
y <- 3*x^2 + 2*x + 7
plot(x, y)
lines(x, y)

polygon(cbind(c(min(x), x, max(x)), c(min(y), y, min(y))), col="#00CC66") 

Here is the graph:

Using this approach, the polygon() command shades under the curve, between the minimum and maximum values of the x variable and below the y variable. The syntax involving cbind() is an elegant way of including the relevant limits.

The following example is more complex. It uses the rnorm() command to simulate values from a normal distribution, with a given mean and standard deviation. By default, random values with a mean of 0 and a standard deviation of 1 are produced. For...

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Description

This book is targeted at R programmers who want to learn the graphing capabilities of R. This book will presume that you have working knowledge of R.

What you will learn

  • Understand and implement the basic graphics syntax and techniques
  • Create scatterplots and line plots, and include mathematical expressions in them
  • Include more advanced graphics and color palettes in your graph
  • Create and customize graphs using the qplot function
  • Customize the graphics, backgrounds, sizes, and colors of your graph using ggplot
  • Add layers to your graph using ggplot
  • Make publicationquality graphs using ggplot
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Publication date : Sep 22, 2014
Length: 190 pages
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Language : English
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Table of Contents

5 Chapters
1. Base Graphics in R – One Step at a Time Chevron down icon Chevron up icon
2. Advanced Functions in Base Graphics Chevron down icon Chevron up icon
3. Mastering the qplot Function Chevron down icon Chevron up icon
4. Creating Graphs with ggplot Chevron down icon Chevron up icon
Index Chevron down icon Chevron up icon

Customer reviews

Rating distribution
Full star icon Full star icon Full star icon Full star icon Half star icon 4.5
(4 Ratings)
5 star 50%
4 star 50%
3 star 0%
2 star 0%
1 star 0%
A. Zubarev Oct 19, 2014
Full star icon Full star icon Full star icon Full star icon Full star icon 5
R as a language has experienced an explosion in adoption in the last several years, and this is despite the proliferation of the spreadheet applications, most notably the Microsoft’s Excel. Besides, R Bloggers came up with a 14 bullet points list explaining why. While I do not agree with all the 14 points I admit that R has many unique capabilities, and one of them is its graphing (or charting, if you wish). R Graph Essentials is the book that aims straight at this strength making you very proficient in producing useful, awesomely looking and most importantly professional grade plots, charts or graphs.I must say Having David Alexander (the author) on board with you means you are bound to success, I liked his style of writing a lot. David possesses all the necessary skills to cover such a wide topic efficiently, accurately and comprehensively. I admit I had little issues producing most of the plots from the book. On one occasion only I got stuck with qplot not working, but Packt and the awesome R community on G+ replied quickly putting me back on tracks to charting by explaining that I need to install ggplot2. A big thank you!I advocate the book is best read with your R Studio humming alongside as you will have a ton of fun producing interesting graphs. And it is not important if you run a Linux or Windows.It was very convenient to have the datasets used for examples saved for later use (I recommend R Studio as one of the reasons as saving the state between sessions in it is trivial). The topics I wish the author could cover is how to put the graphics on the web and make the data obtained from a database, but the book explains how to get your data from files.In terms of closing, I have to say I benefited a lot from this book. As I work with data most of my time I was able to produce super nice histograms of table data (off flat files) which helped me get better insight into the selectivity of my data and this resulted in better and mew indexes yet some indexes even were removed in our SQL Server databases.My next to do as pet project is to visualize data movements. I trust it will be a lot of fun and this is all thanks to this book.Five out of five!
Amazon Verified review Amazon
Mariano Rico Dec 02, 2014
Full star icon Full star icon Full star icon Full star icon Full star icon 5
At last a nice explanation of the whole R graph system. It is especially interesting qplot, the basic framework to create packages like ggplot2. Also you have a good review of the classical plot() functions. Although plot() provides simpler graphs (compared, for instance, to ggplot2) you can achieve functionality that ggplot2 does not have, for instance, two y-axis graphs or nice fillings for black&white figures. With this book you can learn how to create your own data visualizations (graphs).A good recommendation despite its short length (180 pages).
Amazon Verified review Amazon
W Boudville Oct 10, 2014
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Congratulations on making it this far! Yes, I kid you not. If you are reading my review, then you already know R or know about it. R is now the de facto statistical package favoured by many maths departments throughout the world. What this means is that the researchers in those departments often write and debug the subroutines in R. All for free, as far as you are concerned. So looking at R is a good choice. But given that you are dealing with possibly large data, graphics routines are essential. The book focuses on what comes with R. The base set of graphics.We see that simple plotting of curves is available. Along with scatter plots and various histograms. The R code to generate those figures is short. Yes, it is programming, but you do not need prior knowledge of a fully fledged computer language like C or java. The R language is quicker to learn.The graphics examples in the book are nothing different or new from what any statistics text might show. Instead, it shows how R Graph can be equivalent to other packages like Mathematica, Maple, SAS, Splus etc. Those have been around much longer, but typically are not free.The book is not meant to teach stats graphics per se. So if you are also learning that, consider getting a pure text on it and then also use this Lillis book to aid in actually drawing some graphs.
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Daniel Strassburger Dec 10, 2014
Full star icon Full star icon Full star icon Full star icon Empty star icon 4
I highly recommend this text. This book will take you from analyzing to visualizing data in no time. Truly. Lillis does a superb job of breaking down the, all too often unnecessarily complex, syntax so the reader can fully understand how each component of code affects the output. As a PhD student in Social Psychology and earning a minor in Statistics, I can deeply appreciate the practical applications of each of the graphing tutorials Lillis has chosen to include in this text. For those readers who are eager to extend their skill set beyond base R graphics, Lillis introduces the reader to the grammar of ggplot - a highly customizable system of producing graphs. Because of its concise, accurate, practical examples and explanations, this text will proudly sit atop my list of resources as I continue to develop my skills when visualizing statistical analyses. More information about this text (including supplemental files) can be found at the publisher's website here: http://bit.ly/ZvZQDS
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