Tutorial Playlist

Machine Learning Tutorial: A Step-by-Step Guide for Beginners

Overview

An Introduction To Machine Learning

Lesson - 1

What is Machine Learning and How Does It Work?

Lesson - 2

The Complete Guide to Understanding Machine Learning Steps

Lesson - 3

Top 10 Machine Learning Applications in 2020

Lesson - 4

An Introduction to the Types Of Machine Learning

Lesson - 5

Supervised and Unsupervised Learning in Machine Learning

Lesson - 6

Everything You Need to Know About Feature Selection

Lesson - 7

Linear Regression in Python

Lesson - 8

Everything You Need to Know About Classification in Machine Learning

Lesson - 9

An Introduction to Logistic Regression in Python

Lesson - 10

Understanding the Difference Between Linear vs. Logistic Regression

Lesson - 11

The Best Guide On How To Implement Decision Tree In Python

Lesson - 12

Random Forest Algorithm

Lesson - 13

Understanding Naive Bayes Classifier

Lesson - 14

The Best Guide to Confusion Matrix

Lesson - 15

How to Leverage KNN Algorithm in Machine Learning?

Lesson - 16

K-Means Clustering Algorithm: Applications, Types, Demos and Use Cases

Lesson - 17

PCA in Machine Learning - Your Complete Guide to Principal Component Analysis

Lesson - 18

What is Cost Function in Machine Learning

Lesson - 19

The Ultimate Guide to Cross-Validation in Machine Learning

Lesson - 20

An Easy Guide to Stock Price Prediction Using Machine Learning

Lesson - 21

What Is Reinforcement Learning? The Best Guide To Reinforcement Learning

Lesson - 22

What Is Q-Learning? The Best Guide to Understand Q-Learning

Lesson - 23

The Best Guide to Regularization in Machine Learning

Lesson - 24

Everything You Need to Know About Bias and Variance

Lesson - 25

The Complete Guide on Overfitting and Underfitting in Machine Learning

Lesson - 26

Mathematics for Machine Learning - Important Skills You Must Possess

Lesson - 27

A One-Stop Guide to Statistics for Machine Learning

Lesson - 28

Embarking on a Machine Learning Career? Here’s All You Need to Know

Lesson - 29

How to Become a Machine Learning Engineer?

Lesson - 30

Top 34 Machine Learning Interview Questions and Answers in 2021

Lesson - 31
Understanding the Difference Between Linear vs. Logistic Regression

Some machine learning algorithms work on data that has the input values song with the corresponding output values. These algorithms are called supervised learning algorithms. It only restricts their output value to the output values provided in the data. Two of the most commonly used supervised learning algorithms are Linear and Logistic Regression. In this tutorial titled ‘Understanding the difference between Linear vs. Logistic Regression’, you will see the working and the differences between these two algorithms.

What Is Regression?

Regression is a statistical method that allows you to predict a dependent output variable based on the values of independent input variables.

Regression, a type of supervised learning, finds the relationship between input and output values and, a given input data, to predict the output value. It does this by finding a mathematical, linear relationship between input and output values. It can have multiple inputs but has a single output.

Post Graduate Program in AI and Machine Learning

In Partnership with Purdue UniversityExplore Course
Post Graduate Program in AI and Machine Learning

You can understand regression better, using the diagram below. Using the given input variables or grocery ingredients, you can get a new output or dish. Here, Regression acts as a recipe used to find how these variables go together and the relationship between them.

Fig1_Regression

Figure 1: Regression 

What Is Classification?

Classification allows you to divide a given input into some pre-defined categories. The output is a discrete value, i.e., distinct, like 0/1, True/False, or a pre-defined output label class. 

Simply put, classification is the process of segregating or classifying objects. It is a type of supervised learning method where input data is usually classified into output classes. It provides a mapping function to convert input values into known, discrete output classes. It can have multiple inputs and gives multiple outputs.

The diagram below clearly explains classification. Given a list of grocery items, you can separate them into different categories like vegetables, fruits, dairy products, groceries, etc., using classification.

Classification_2

Figure 2: Classification

What Is Linear Regression?

Linear Regression is a machine learning model used to predict output variable's values based on the value of input variables. 

Consider the data points given below. The input variables, X, are called independent variables and are used to predict response values. They are unrelated values that have no relationship with each other. The output variable, Y, is called the dependent variable. Its value depends on the value of X. It is found by deriving a relationship between the input variables.

Data_3.

Figure 3: Data

Linear Regression finds the relationship between the input and output data by plotting a line that fits the input data and maps it onto the output. This line represents the mathematical relationship between the independent input variables and is called The Line of Best Fit. Ideally, it covers as many input variables as possible while leaving out the outliers or the noise. For your given data, the best fit is a straight line.

LinearRegressionline_4

Figure 4: Linear Regression line of best fit        

The equation which can be used to fit a line is the Equation of a Straight Line. The equation gives the output variable based on the input variable and inclination of the line. The line can be found using the following equation :

Equation_5

Figure 5: Equation of a straight line

In the above equation,
Y = Dependent Output Variable

X = Independent Input Variable

b0 = Y-intercept, or the point at which the line meets the y-axis

b1  = Slope, or the inclination of the line

e = Error term

Using this line, you can find the output value for a given input variable by extending a line from the X-axis onto the line of best fit and seeing the corresponding Y-axis term. Consider the data that is displayed below, which tells you the sales corresponding to the amount spent on advertising.

Advertisingdata_6

Figure 6: Advertising data

Using Linear Regression, you can plot the graph of Sales vs. Advertising, and find the line of best fit between them, and, using that, find the values of the missing variable.

SalesvsAdvertising_7

Figure 7: Sales vs Advertising                

Using regression, given the advertisement amount, you can predict how many sales will take place.

Prediction_8.

Figure 8: Prediction using Linear regression

What Is Logistic Regression?

Logistic Regression is a classification algorithm used to predict the category of a dependent variable based on the values of the independent variable. Its output is 0 or 1.

In Logistic Regression, the input data belongs to categories, which means multiple input values map onto the same output values. Using Logistic Regression, you can find the category that a new input value belongs to. Unlike Linear regression, Logistic Regression does not assume that the values are linearly correlated to one other. Consider the data below, which shows the input data mapped onto two output categories, 0 and 1.

LogisticRegression_9

Figure 9: Logistic Regression data

The data is plotted, and it draws a curve to represent the relationship between the points in our data, which joins the various classes in our output. To classify values into these two categories, you need to set a threshold value between them. 

Setting_10

Figure 10: Setting a threshold

It maps the values of the input values onto a categorical variable depending on their position relative to the threshold value. Values of Y above this threshold will be classified as category 1, and it will take values below the threshold as category 0.

/Dividing_11.

Logistic Regression finds the relationship between points by first plotting a curve between the output classes. This curve is called a sigmoid, and the given equation is used to represent a sigmoid function. Y is the probability of output, c is a constant, X is the various dependent variables, and b0, b1 gives you the intercept values.

Sigmoid_12

Figure 12: Sigmoid Function

Suppose you have credit card numbers and their transaction history. You want to classify credit cards as fraudulent and legitimate. You can do this with Logistic Regression.

Classification_13

FREE Machine Learning Certification Course

To become a Machine Learning EngineerExplore Course
FREE Machine Learning Certification Course

Linear vs. Logistic Regression: Differences

The table below lists the difference between these two supervised algorithms.

Table1Linearvs.Logistic

Table 1: Linear vs. Logistic Regression

Enhance your skill set and give a boost to your career with the Post Graduate Program in AI and Machine Learning.

Conclusion

In this tutorial titled ' Understanding the difference between Linear Vs. Logistic Regression, you took a look at the definition of Regression and classification. You then learned about Linear regression, a regression algorithm, and Logistic Regression, a classification algorithm. Finally, you explored the difference between these two algorithms.

We hope this helped you understand the difference between Linear and Logistic Regression. To learn more about regression and machine learning, check out Simplilearn’s Machine Learning Certification Course. If you have any questions or doubts, mention them in this article's comments section, and we'll have our experts answer them for you at the earliest!

About the Author

SimplilearnSimplilearn

Simplilearn is one of the world’s leading providers of online training for Digital Marketing, Cloud Computing, Project Management, Data Science, IT, Software Development, and many other emerging technologies.

View More
  • Disclaimer
  • PMP, PMI, PMBOK, CAPM, PgMP, PfMP, ACP, PBA, RMP, SP, and OPM3 are registered marks of the Project Management Institute, Inc.