Michael Bryan

Michael Bryan

1565682725

Python Stddev() Example | Standard Deviation In Python Tutorial

Originally published by Krunal at appdividend.com

 It is very much similar to the variance, gives the measure of deviation, whereas variance provides a squared value. In this blog, we have already covered Python mean()Python median()Python mode(), and Python variance() function.

Content Overview

  • 1 Python Stddev() Example
  • 2 #Pass the xbar parameter
  • 3 #Python standard deviation example using pstdev
  • 4 #Use stdev() on a varying set of data types
  • 5 #Python standard deviation example using numpy
  • 6 #Difference between variance() and stddev()
  • 7 #StatisticsError

Python Stddev() Example

There are two ways to calculate a standard deviation in Python.

  1. Using stdev or pstdev functions of statistics package.
  2. Using std function of numpy package.

The stdev is used when the data is just a sample of the entire dataset.

The pstdev is used when the data represents the whole population. Note that statistics is a lightweight module added in Python 3.x.

The process of finding standard deviation requires you to know whether the data you have is the entire dataset or it is a sample of a group.

Let’s see the syntax of stddev() function.

stdev([data-set], xbar)

See the following parameters.

[data]: An iterable with real-valued numbers.

xbar (Optional): Takes actual mean of the data-set as value.

See the following code example.

# app.py

import statistics

dataset = [1, 2, 3, 4, 5]

print("Standard Deviation of a dataset is % s "
% (statistics.stdev(dataset)))

See the following output.

➜  pyt python3 app.py
Standard Deviation of a dataset is 1.5811388300841898
➜ pyt

Let’s take another example.

# app.py

import statistics

dataset = [11, 21, 18, 19, 46]

print("Standard Deviation of dataset is % s "
% (statistics.stdev(dataset)))

See the following output.

➜  pyt python3 app.py
Standard Deviation of dataset is 13.397761006974262
➜ pyt

Pass the xbar parameter

Okay, let’s take the list and now while finding the stddev, we pass the second parameter to the function called xbar and see the output.

# app.py

import statistics

dataset = [11, 21, 18, 19, 46]

meanValue = statistics.mean(dataset)

print("Standard Deviation of the dataset is % s "
% (statistics.stdev(dataset, xbar=meanValue)))

See the output.

➜  pyt python3 app.py
Standard Deviation of the dataset is 13.397761006974262
➜ pyt

Python standard deviation example using pstdev

Let’s take an example using Python Statistics pstdev() function.

# app.py

import statistics

dataset = [11, 21, 18, 19, 46]

print("Standard Deviation of a dataset is % s "
% (statistics.pstdev(dataset)))

See the following output.

➜  pyt python3 app.py
Standard Deviation of a dataset is 11.983321743156194
➜ pyt

Use stdev() on a varying set of data types

See the following code.

# app.py

from statistics import stdev

from fractions import Fraction as fr

sample1 = (21, 19, 11, 14, 18, 19, 46)

sample2 = (-21, -19, -11, -14, -18, -19, -46)

sample3 = (-9, -1, -0, 2, 1, 3, 4, 19)

sample4 = (21.23, 19.45, 29.1, 11.2, 18.9)

print(“The Standard Deviation of Sample1 is % s”
% (stdev(sample1)))

print(“The Standard Deviation of Sample2 is % s”
% (stdev(sample2)))

print(“The Standard Deviation of Sample3 is % s”
% (stdev(sample3)))

print(“The Standard Deviation of Sample4 is % s”
% (stdev(sample4)))

See the following output.

➜  pyt python3 app.py
The Standard Deviation of Sample1 is 11.480832888319723
The Standard Deviation of Sample2 is 11.480832888319723
The Standard Deviation of Sample3 is 7.8182478855559445
The Standard Deviation of Sample4 is 6.388906792245447
➜ pyt

Python standard deviation example using numpy

We can execute numpy.std() to calculate standard deviation. First, we need to import numpy library.

See the following output.

# app.py

import numpy as np

num = [21, 19, 11, 14, 18, 19, 46]

print(“The Standard Deviation of Numpy Data is % s”
% (np.std(num)))

See the following output.

➜  pyt python3 app.py
The Standard Deviation of Numpy Data is 10.629185850136157
➜ pyt

Difference between variance() and stddev()

Okay, let’s take a simple Python List and get its variance() and stddev().

# app.py

import statistics

dataset = [11, 21, 18, 19, 46]

print("Standard Deviation of the dataset is % s "
% (statistics.stdev(dataset)))
print(“Variance of the dataset is % s”
% (statistics.variance(dataset)))

See the following output.

➜  pyt python3 app.py
Standard Deviation of the dataset is 13.397761006974262
Variance of the dataset is 179.5
➜ pyt

StatisticsError

Okay, now if we only pass the one data point, then it will raise the StatisticsError because the stddev() function requires a minimum of two data points. See the following code.

# app.py

import statistics

dataset = [11]

print("Standard Deviation of the dataset is % s "
% (statistics.stdev(dataset)))

See the following output.

➜  pyt python3 app.py
Traceback (most recent call last):
File “app.py”, line 6, in <module>
% (statistics.stdev(dataset)))
File “/Library/Frameworks/Python.framework/Versions/3.6/lib/python3.6/statistics.py”, line 650, in stdev
var = variance(data, xbar)
File “/Library/Frameworks/Python.framework/Versions/3.6/lib/python3.6/statistics.py”, line 588, in variance
raise StatisticsError(‘variance requires at least two data points’)
statistics.StatisticsError: variance requires at least two data points
➜ pyt

Finally, Python stddev() Example | Standard Deviation In Python Tutorial is over.

Originally published bKrunal at appdividend.com

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Python Stddev() Example | Standard Deviation In Python Tutorial
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By areas, we mean FinTech, HealthTech, InsureTech, Cybersecurity, and that's just the beginning. These are New Economy areas, and Python has the ability to serve every one of them. The vast majority of them require massive computational abilities. Python's code is dynamic and powerful - equipped for taking care of the heavy traffic and substantial algorithmic capacities. 

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Python can do such numerous things that developers can't discover enough reasons to admire it. Python application development isn't restricted to web and enterprise applications. It is exceptionally adaptable and superb for a wide range of uses.

Robust frameworks 

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Massive community support 

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Progressive applications 

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Let’s get started

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Intro

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Heres a solution

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The answer is hashing, with hashing can generate a given string of letters and numbers which act as the identity of a given file and if we find any other file with the same identity we gonna delete it.

There’s a variety of hashing algorithms out there such as

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