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  • Book Overview & Buying Deep Learning with MXNet Cookbook
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Deep Learning with MXNet Cookbook

Deep Learning with MXNet Cookbook

By : Andrés P. Torres
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Deep Learning with MXNet Cookbook

Deep Learning with MXNet Cookbook

5 (1)
By: Andrés P. Torres

Overview of this book

Explore the capabilities of the open-source deep learning framework MXNet to train and deploy neural network models and implement state-of-the-art (SOTA) architectures in Computer Vision, natural language processing, and more. The Deep Learning with MXNet Cookbook is your gateway to constructing fast and scalable deep learning solutions using Apache MXNet. Starting with the different versions of MXNet, this book helps you choose the optimal version for your use and install your library. You’ll work with MXNet/Gluon libraries to solve classification and regression problems and gain insights into their inner workings. Venturing further, you’ll use MXNet to analyze toy datasets in the areas of numerical regression, data classification, picture classification, and text classification. From building and training deep-learning neural network architectures from scratch to delving into advanced concepts such as transfer learning, this book covers it all. You'll master the construction and deployment of neural network architectures, including CNN, RNN, LSTMs, and Transformers, and integrate these models into your applications. By the end of this deep learning book, you’ll wield the MXNet and Gluon libraries to expertly create and train deep learning networks using GPUs and deploy them in different environments.
Table of Contents (12 chapters)
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Understanding math for classification models

As we saw in the previous chapter, classification problems are supervised learning problems whose output is a class from a set of classes (categorical assignments) – for example, the iris class of a flower.

As we will see throughout this recipe, classification models can be seen as individual cases of regression models. We will start by exploring a binary classification model. This is a model that will output one of two classes. We will label these classes [0, 1] for simplicity.

The simplest model we can use for such a binary classification problem is a linear regression model. This model will output a number; therefore, to modify the output to satisfy our new classification criteria, we will modify the activation function to a more suitable one.

As in the previous recipes, we will use a neural network as our model, and we will solve the iris dataset prediction problem we introduced in the second recipe, Toy dataset for classification...

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