Python Data Science Handbook

Introduktion

IPython: Beyond Normal Python8 Ämnen

Introduction to NumPy9 Ämnen

Understanding Data Types in Python

The Basics of NumPy Arrays

Computation on NumPy Arrays: Universal Functions

Aggregations: Min, Max, and Everything In Between

Computation on Arrays: Broadcasting

Comparisons, Masks, and Boolean Logic

Fancy Indexing

Sorting Arrays

Structured Data: NumPy's Structured Arrays

Understanding Data Types in Python

Data Manipulation with Pandas13 Ämnen

Introducing Pandas Objects

Data Indexing and Selection

Operating on Data in Pandas

Handling Missing Data

Hierarchical Indexing

Combining Datasets: Concat and Append

Combining Datasets: Merge and Join

Aggregation and Grouping

Pivot Tables

Vectorized String Operations

Working with Time Series

HighPerformance Pandas: eval() and query()

Further Resources

Introducing Pandas Objects

Visualization with Matplotlib15 Ämnen

Simple Line Plots

Simple Scatter Plots

Visualizing Errors

Density and Contour Plots

Histograms, Binnings, and Density

Customizing Plot Legends

Customizing Colorbars

Multiple Subplots

Text and Annotation

Customizing Ticks

Customizing Matplotlib: Configurations and Stylesheets

ThreeDimensional Plotting in Matplotlib

Geographic Data with Basemap

Visualization with Seaborn

Further Resources

Simple Line Plots

Machine Learning15 Ämnen

What Is Machine Learning?

Introducing ScikitLearn

Hyperparameters and Model Validation

Feature Engineering

In Depth: Naive Bayes Classification

In Depth: Linear Regression

InDepth: Support Vector Machines

InDepth: Decision Trees and Random Forests

In Depth: Principal Component Analysis

InDepth: Manifold Learning

In Depth: kMeans Clustering

In Depth: Gaussian Mixture Models

InDepth: Kernel Density Estimation

Application: A Face Detection Pipeline

Further Machine Learning Resources

What Is Machine Learning?

Appendix: Figure Code
Input and Output History
januari 17, 2021
Previously we saw that the IPython shell allows you to access previous commands with the up and down arrow keys, or equivalently the Ctrlp/Ctrln shortcuts. Additionally, in both the shell and the notebook, IPython exposes several ways to obtain the output of previous commands, as well as string versions of the commands themselves. We’ll explore those here.
IPython’s In
and Out
Objects
By now I imagine you’re quite familiar with the In [1]:
/Out[1]:
style prompts used by IPython. But it turns out that these are not just pretty decoration: they give a clue as to how you can access previous inputs and outputs in your current session. Imagine you start a session that looks like this:
In [1]: import math In [2]: math.sin(2) Out[2]: 0.9092974268256817 In [3]: math.cos(2) Out[3]: 0.4161468365471424
We’ve imported the builtin math
package, then computed the sine and the cosine of the number 2. These inputs and outputs are displayed in the shell with In
/Out
labels, but there’s more–IPython actually creates some Python variables called In
and Out
that are automatically updated to reflect this history:
In [4]: print(In) ['', 'import math', 'math.sin(2)', 'math.cos(2)', 'print(In)'] In [5]: Out Out[5]: {2: 0.9092974268256817, 3: 0.4161468365471424}
The In
object is a list, which keeps track of the commands in order (the first item in the list is a placeholder so that In[1]
can refer to the first command):
In [6]: print(In[1]) import math
The Out
object is not a list but a dictionary mapping input numbers to their outputs (if any):
In [7]: print(Out[2]) 0.9092974268256817
Note that not all operations have outputs: for example, import
statements and print
statements don’t affect the output. The latter may be surprising, but makes sense if you consider that print
is a function that returns None
; for brevity, any command that returns None
is not added to Out
.
Where this can be useful is if you want to interact with past results. For example, let’s check the sum of sin(2) ** 2
and cos(2) ** 2
using the previouslycomputed results:
In [8]: Out[2] ** 2 + Out[3] ** 2 Out[8]: 1.0
The result is 1.0
as we’d expect from the wellknown trigonometric identity. In this case, using these previous results probably is not necessary, but it can become very handy if you execute a very expensive computation and want to reuse the result!
Underscore Shortcuts and Previous Outputs
The standard Python shell contains just one simple shortcut for accessing previous output; the variable _
(i.e., a single underscore) is kept updated with the previous output; this works in IPython as well:
In [9]: print(_) 1.0
But IPython takes this a bit further—you can use a double underscore to access the secondtolast output, and a triple underscore to access the thirdtolast output (skipping any commands with no output):
In [10]: print(__) 0.4161468365471424 In [11]: print(___) 0.9092974268256817
IPython stops there: more than three underscores starts to get a bit hard to count, and at that point it’s easier to refer to the output by line number.
There is one more shortcut we should mention, however–a shorthand for Out[X]
is _X
(i.e., a single underscore followed by the line number):
In [12]: Out[2] Out[12]: 0.9092974268256817 In [13]: _2 Out[13]: 0.9092974268256817
Suppressing Output
Sometimes you might wish to suppress the output of a statement (this is perhaps most common with the plotting commands that we’ll explore in Introduction to Matplotlib). Or maybe the command you’re executing produces a result that you’d prefer not like to store in your output history, perhaps so that it can be deallocated when other references are removed. The easiest way to suppress the output of a command is to add a semicolon to the end of the line:
In [14]: math.sin(2) + math.cos(2);
Note that the result is computed silently, and the output is neither displayed on the screen or stored in the Out
dictionary:
In [15]: 14 in Out Out[15]: False
Related Magic Commands
For accessing a batch of previous inputs at once, the %history
magic command is very helpful. Here is how you can print the first four inputs:
In [16]: %history n 14 1: import math 2: math.sin(2) 3: math.cos(2) 4: print(In)
As usual, you can type %history?
for more information and a description of options available. Other similar magic commands are %rerun
(which will reexecute some portion of the command history) and %save
(which saves some set of the command history to a file). For more information, I suggest exploring these using the ?
help functionality discussed in Help and Documentation in IPython.