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Linear Regression

Regression is a handy tool to find relationships between dependent variables and independent variables. However, we cannot always fit a regression line to any given dataset.

This type of model assumes that there exists a linear relationship between features and targets. This relationship is defined by a set of coefficients.

The inputs are the Data features that we’ve defined and the output is the target we’re trying to predict. This relationship is defined by a set of coefficients which are multipliers of each of the input features.

Linear regression in itself is very powerful if used properly.

It is a great tool to apply as the first model if applicable and can serve as benchmark to most the projects.

Linear regression algorithms are highly interpretable as they provide the relationship between input and output

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Flower Image Classification

We will see how to model a deep learning network which can classify flowers into “roses” and “daisies”. This is a toy dataset and its purpose is to introduce you to the key concepts and methodologies.

Multiple Linear Regression

The objective of this notebook is to provide core concepts of Multiple Regression analysis such as correlation and use of RFE for feature reduction

Linear Regression

Regression is a handy tool to find relationships between dependent variables and independent variables. However, we cannot always fit a regression line to any given dataset. The objective of this notebook is to provide core concepts of Linear Regression analysis.