Book Image

Hands-On Machine Learning with Microsoft Excel 2019

By : Julio Cesar Rodriguez Martino
Book Image

Hands-On Machine Learning with Microsoft Excel 2019

By: Julio Cesar Rodriguez Martino

Overview of this book

We have made huge progress in teaching computers to perform difficult tasks, especially those that are repetitive and time-consuming for humans. Excel users, of all levels, can feel left behind by this innovation wave. The truth is that a large amount of the work needed to develop and use a machine learning model can be done in Excel. The book starts by giving a general introduction to machine learning, making every concept clear and understandable. Then, it shows every step of a machine learning project, from data collection, reading from different data sources, developing models, and visualizing the results using Excel features and offerings. In every chapter, there are several examples and hands-on exercises that will show the reader how to combine Excel functions, add-ins, and connections to databases and to cloud services to reach the desired goal: building a full data analysis flow. Different machine learning models are shown, tailored to the type of data to be analyzed. At the end of the book, the reader is presented with some advanced use cases using Automated Machine Learning, and artificial neural network, which simplifies the analysis task and represents the future of machine learning.
Table of Contents (17 chapters)
Free Chapter
1
Section 1: Machine Learning Basics
4
Section 2: Data Collection and Preparation
8
Section 3: Analytics and Machine Learning Models
11
Section 4: Data Visualization and Advanced Machine Learning

Calculating the Pearson's coefficient of correlation

The Pearson's coefficient is most commonly used when comparing two variables and it works by measuring the linear relationship between them. The original definition given by Pearson is as follows:

The numerator is proportional to the covariance, and the denominator is the product of the standard deviations (σ) of the centered variables. This normalization ensures that the limits in the possible values of ρ are -1 and 1.

We can repeat the steps outlined in the Calculating the covariance section to calculate the Pearson correlation in Excel by selecting Correlation in the pop-up window.

The resulting table is as follows:

The cells containing a value of 1 represent the linear relationship between itself and each variable. A negative correlation implies, again, that one variable increases while the other...