matplotlib is a Python library specializing in the development of two-dimensional charts (including 3D charts). It is the most preferred tool in the graphical representation of data because of:
• Extreme simplicity in its use
• Gradual development and interactive data visualization
• Expressions and text in LaTeX
• Greater control over graphic elements
• Export to many formats, such as PNG, PDF, SVG, and EPS
matplotlib takes full advantage of the potential that Python programming languages offer. matplotlib looks like a graphics library that allows us to programmatically manage the graphic elements that make up a chart so that the graphical display can be controlled in its entirety. The ability to program
the graphical representation allows management of the reproducibility of the data representation across multiple environments and especially when we make changes or when the data is updated. With regard to data analysis, matplotlib normally cooperates with a set of other libraries such as NumPy and pandas, but many other libraries can be integrated without any problem.
The graphical representations obtained through encoding with this library can be exported in the most common graphic formats (such as PNG and SVG) and then be used in other applications, documentation, web pages, etc.
Installation
There are many options for installing the matplotlib library. If you choose to use a
distribution of packages like Anaconda or Enthought Canopy, installing the matplotlib
package is very simple. For example, with the conda package manager, you have to enter
the following:
conda install matplotlib
If you want to directly install this package, the commands to insert vary depending
on the operating system.
On Debian-Ubuntu Linux systems, use this:
sudo apt-get install python-matplotlib
On Fedora-Redhat Linux systems, use this:
sudo yum install python-matplotlib
On Windows or MacOS, you should use pip for installing matplotlib.
The matplotlib Architecture
matplotlib provide a set of functions and tools that allow representation and manipulation of a Figure (the main object), along with all internal objects of which it is composed. However, matplotlib not only deals with graphics but also provides all the tools for the event handling and the ability to animate graphics. matplotlib proves to be capable of producing interactive charts based on the events triggered by pressing a key on the keyboard or on mouse movement.
The architecture of matplotlib is logically structured into three layers, which are placed at three different levels-
The communication is unidirectional, that is, each layer can communicate with the underlying layer, while the lower layers cannot communicate with the top ones. The three layers are as follows:
• Scripting
• Artist
• Backend
Backend Layer
In the diagram of the matplotlib architecture, the layer that works at the lowest level is the Backend layer. This layer contains the matplotlib APIs, a set of classes that play the role of implementation of the graphic elements at a low level.
• FigureCanvas is the object that embodies the concept of drawing area.
• Renderer is the object that draws on FigureCanvas.
• Event is the object that handles user inputs (keyboard and mouse events).
Artist Layer
The intermediate layer is called Artist. All the elements that make up a chart, such as the title, axis labels, markers, etc., are instances of the Artist object. Each of these instances plays its role within a hierarchical structure as shown below:
![](data:image/png;base64,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)
There are two Artist classes: primitive and composite.
• The primitive artists are individual objects that constitute the basic elements to form a graphical representation in a plot, for example a Line2D, or as a geometric figure such as a Rectangle or Circle, or even pieces of text.
• The composite artists are those graphic elements present in a chart that are composed of several base elements, namely, the primitive artists. Composite artists are for example the Axis, Ticks, Axes, and Figures as shown below-
![](data:image/png;base64,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)
When working at this level we often deal with objects in higher hierarchy as Figure, Axes, and Axis. So it is important to fully understand what these objects are and what role they play within the graphical representation. The diagram above shows the three main Artist objects (composite artists) that are generally used in all implementations performed at this level. These objects are:
• Figure is the object with the highest level in the hierarchy. It corresponds to the entire graphical representation and generally can contain many Axes.
• Axes is generally what you mean as plot or chart. Each Axis object belongs to only one Figure, and is characterized by two Artist Axis (three in the three-dimensional case). Other objects, such as the title,the x label, and the y label, belong to this composite artist.
• Axis objects that take into account the numerical values to be represented on Axes, define the limits and manage the ticks (the mark on the axes) and tick labels (the label text represented on each tick). The position of the tick is adjusted by an object called a Locator while the formatting tick label is regulated by an object called a Formatter.
Scripting Layer (pyplot)
Artist classes and their related functions (the matplotlib API) are particularly suitable to all developers, especially for those who work on web application servers or develop the GUI. But for purposes of calculation, and in particular for the analysis and visualization of data, the scripting layer is best. This layer consists of an interface called pyplot. The pyplot is an internal module of matplotlib.
There is another module pylab that is installed along with matplotlib. Pylab combines the functionality of pyplot with the capabilities of NumPy in a single namespace, and therefore we do not need to import NumPy separately. Also ,if we import pylab, pyplot and NumPy functions can be called directly without any reference to a module (namespace), making the environment more similar to MATLAB.
The pyplot package provides the classic Python interface for programming the matplotlib library, has its own namespace, and requires the import of the NumPy package separately. The pyplot module is a collection of command-style functions that allow you to use matplotlib much like MATLAB. Each pyplot function will operate or make some changes to the Figure object, for example, the creation of the Figure itself, the creation of a plotting area, representation of a line, decoration of the plot with a label, etc.
Pyplot also is stateful, in that it tracks the status of the current figure and its plotting area. The functions called act on the current figure.
Now that we have enough information about the matplotlib library, let's use it to create a simple interactive chart. See the following program:
import matplotlib.pyplot as plt
plt.plot([1,2,3,4])
plt.show()
First we need to import the pyplot package and rename it as plt. In Python, the constructors generally are not necessary; everything is already implicitly defined. Thus when we import the package, the plt object with all its graphics capabilities have already been instantiated and ready to use. We use the plot() function to pass the values to be plotted. Thus we simply pass the values we want to represent as a sequence of integers. If you are curious to know what kinda object has been created just use the print(plt.plot([1,2,3,4])) code. The output will be something like [<matplotlib.lines.Line2D at 0xa3eb438>] which indicates a Line2D object has been generated. The object is a line that represents the linear trend of the points included in the chart. To show the plot on screen we use the show() function.
The output of the program is shown below. It looks just a window, called the plotting window, with a toolbar and the plot represented within it.
If only a list of numbers or an array is passed to the plt.plot() function, matplotlib assumes it is the sequence of y values of the chart, and it associates them to the natural sequence of values x: 0,1,2,3, ... .
Generally a plot represents value pairs (x, y), so to define a chart correctly, we must define two arrays, the first containing the values on the x-axis and the second containing the values on the y-axis. Moreover, the plot() function can accept a third argument, which describes the specifics of how you want the point to be represented on the chart.
Setting the Properties of the Plot
The plot is represented taking into account a default configuration of the plt.plot() function:
• The size of the axes matches perfectly with the range of the input data
• There is neither a title nor axis labels
• There is no legend
• A blue line connecting the points is drawn
Let's change this representation to have a real plot in which each pair of values (x, y) is represented by a red dot See the following program:
import matplotlib.pyplot as plt
plt.plot([1,2,3,4],[1,4,9,16],'ro')
plt.show()
The output of the program is shown below:
Now let's set some other properties like define the range both on the x-axis and on the y-axis, enter a title for the plot. See the following program:
import matplotlib.pyplot as plt
plt.axis([0,5,0,20])
plt.title('First pyplot')
plt.plot([1,2,3,4],[1,4,9,16],'ro')
plt.show()
We can define the range both on the x-axis and on the y-axis by defining the details of a list [xmin, xmax, ymin, ymax] and then passing it as an argument to the axis() function. So our program defined the range of (0,5) for the x axis and (0,20) for the y axis. The title that can be entered using the title() function.
The output of the program is shown below:
Thus by setting properties we can make the plot more readable as now the end points of the dataset are now represented within the plot rather than at the edges. Also the title of the plot is now visible at the top.
Here I am ending today’s post. Until we meet again keep practicing and learning Python, as Python is easy to learn!
• Extreme simplicity in its use
• Gradual development and interactive data visualization
• Expressions and text in LaTeX
• Greater control over graphic elements
• Export to many formats, such as PNG, PDF, SVG, and EPS
matplotlib takes full advantage of the potential that Python programming languages offer. matplotlib looks like a graphics library that allows us to programmatically manage the graphic elements that make up a chart so that the graphical display can be controlled in its entirety. The ability to program
the graphical representation allows management of the reproducibility of the data representation across multiple environments and especially when we make changes or when the data is updated. With regard to data analysis, matplotlib normally cooperates with a set of other libraries such as NumPy and pandas, but many other libraries can be integrated without any problem.
The graphical representations obtained through encoding with this library can be exported in the most common graphic formats (such as PNG and SVG) and then be used in other applications, documentation, web pages, etc.
Installation
There are many options for installing the matplotlib library. If you choose to use a
distribution of packages like Anaconda or Enthought Canopy, installing the matplotlib
package is very simple. For example, with the conda package manager, you have to enter
the following:
conda install matplotlib
If you want to directly install this package, the commands to insert vary depending
on the operating system.
On Debian-Ubuntu Linux systems, use this:
sudo apt-get install python-matplotlib
On Fedora-Redhat Linux systems, use this:
sudo yum install python-matplotlib
On Windows or MacOS, you should use pip for installing matplotlib.
The matplotlib Architecture
matplotlib provide a set of functions and tools that allow representation and manipulation of a Figure (the main object), along with all internal objects of which it is composed. However, matplotlib not only deals with graphics but also provides all the tools for the event handling and the ability to animate graphics. matplotlib proves to be capable of producing interactive charts based on the events triggered by pressing a key on the keyboard or on mouse movement.
The architecture of matplotlib is logically structured into three layers, which are placed at three different levels-
The communication is unidirectional, that is, each layer can communicate with the underlying layer, while the lower layers cannot communicate with the top ones. The three layers are as follows:
• Scripting
• Artist
• Backend
Backend Layer
In the diagram of the matplotlib architecture, the layer that works at the lowest level is the Backend layer. This layer contains the matplotlib APIs, a set of classes that play the role of implementation of the graphic elements at a low level.
• FigureCanvas is the object that embodies the concept of drawing area.
• Renderer is the object that draws on FigureCanvas.
• Event is the object that handles user inputs (keyboard and mouse events).
Artist Layer
The intermediate layer is called Artist. All the elements that make up a chart, such as the title, axis labels, markers, etc., are instances of the Artist object. Each of these instances plays its role within a hierarchical structure as shown below:
There are two Artist classes: primitive and composite.
• The primitive artists are individual objects that constitute the basic elements to form a graphical representation in a plot, for example a Line2D, or as a geometric figure such as a Rectangle or Circle, or even pieces of text.
• The composite artists are those graphic elements present in a chart that are composed of several base elements, namely, the primitive artists. Composite artists are for example the Axis, Ticks, Axes, and Figures as shown below-
When working at this level we often deal with objects in higher hierarchy as Figure, Axes, and Axis. So it is important to fully understand what these objects are and what role they play within the graphical representation. The diagram above shows the three main Artist objects (composite artists) that are generally used in all implementations performed at this level. These objects are:
• Figure is the object with the highest level in the hierarchy. It corresponds to the entire graphical representation and generally can contain many Axes.
• Axes is generally what you mean as plot or chart. Each Axis object belongs to only one Figure, and is characterized by two Artist Axis (three in the three-dimensional case). Other objects, such as the title,the x label, and the y label, belong to this composite artist.
• Axis objects that take into account the numerical values to be represented on Axes, define the limits and manage the ticks (the mark on the axes) and tick labels (the label text represented on each tick). The position of the tick is adjusted by an object called a Locator while the formatting tick label is regulated by an object called a Formatter.
Scripting Layer (pyplot)
Artist classes and their related functions (the matplotlib API) are particularly suitable to all developers, especially for those who work on web application servers or develop the GUI. But for purposes of calculation, and in particular for the analysis and visualization of data, the scripting layer is best. This layer consists of an interface called pyplot. The pyplot is an internal module of matplotlib.
There is another module pylab that is installed along with matplotlib. Pylab combines the functionality of pyplot with the capabilities of NumPy in a single namespace, and therefore we do not need to import NumPy separately. Also ,if we import pylab, pyplot and NumPy functions can be called directly without any reference to a module (namespace), making the environment more similar to MATLAB.
The pyplot package provides the classic Python interface for programming the matplotlib library, has its own namespace, and requires the import of the NumPy package separately. The pyplot module is a collection of command-style functions that allow you to use matplotlib much like MATLAB. Each pyplot function will operate or make some changes to the Figure object, for example, the creation of the Figure itself, the creation of a plotting area, representation of a line, decoration of the plot with a label, etc.
Pyplot also is stateful, in that it tracks the status of the current figure and its plotting area. The functions called act on the current figure.
Now that we have enough information about the matplotlib library, let's use it to create a simple interactive chart. See the following program:
import matplotlib.pyplot as plt
plt.plot([1,2,3,4])
plt.show()
First we need to import the pyplot package and rename it as plt. In Python, the constructors generally are not necessary; everything is already implicitly defined. Thus when we import the package, the plt object with all its graphics capabilities have already been instantiated and ready to use. We use the plot() function to pass the values to be plotted. Thus we simply pass the values we want to represent as a sequence of integers. If you are curious to know what kinda object has been created just use the print(plt.plot([1,2,3,4])) code. The output will be something like [<matplotlib.lines.Line2D at 0xa3eb438>] which indicates a Line2D object has been generated. The object is a line that represents the linear trend of the points included in the chart. To show the plot on screen we use the show() function.
The output of the program is shown below. It looks just a window, called the plotting window, with a toolbar and the plot represented within it.
If only a list of numbers or an array is passed to the plt.plot() function, matplotlib assumes it is the sequence of y values of the chart, and it associates them to the natural sequence of values x: 0,1,2,3, ... .
Generally a plot represents value pairs (x, y), so to define a chart correctly, we must define two arrays, the first containing the values on the x-axis and the second containing the values on the y-axis. Moreover, the plot() function can accept a third argument, which describes the specifics of how you want the point to be represented on the chart.
Setting the Properties of the Plot
The plot is represented taking into account a default configuration of the plt.plot() function:
• The size of the axes matches perfectly with the range of the input data
• There is neither a title nor axis labels
• There is no legend
• A blue line connecting the points is drawn
Let's change this representation to have a real plot in which each pair of values (x, y) is represented by a red dot See the following program:
import matplotlib.pyplot as plt
plt.plot([1,2,3,4],[1,4,9,16],'ro')
plt.show()
The output of the program is shown below:
Now let's set some other properties like define the range both on the x-axis and on the y-axis, enter a title for the plot. See the following program:
import matplotlib.pyplot as plt
plt.axis([0,5,0,20])
plt.title('First pyplot')
plt.plot([1,2,3,4],[1,4,9,16],'ro')
plt.show()
We can define the range both on the x-axis and on the y-axis by defining the details of a list [xmin, xmax, ymin, ymax] and then passing it as an argument to the axis() function. So our program defined the range of (0,5) for the x axis and (0,20) for the y axis. The title that can be entered using the title() function.
The output of the program is shown below:
Thus by setting properties we can make the plot more readable as now the end points of the dataset are now represented within the plot rather than at the edges. Also the title of the plot is now visible at the top.
Here I am ending today’s post. Until we meet again keep practicing and learning Python, as Python is easy to learn!
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