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Codeless Deep Learning with KNIME

You're reading from   Codeless Deep Learning with KNIME Build, train, and deploy various deep neural network architectures using KNIME Analytics Platform

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Product type Paperback
Published in Nov 2020
Publisher Packt
ISBN-13 9781800566613
Length 384 pages
Edition 1st Edition
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Authors (3):
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Kathrin Melcher Kathrin Melcher
Author Profile Icon Kathrin Melcher
Kathrin Melcher
KNIME AG KNIME AG
Author Profile Icon KNIME AG
KNIME AG
Rosaria Silipo Rosaria Silipo
Author Profile Icon Rosaria Silipo
Rosaria Silipo
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Toc

Table of Contents (16) Chapters Close

Preface 1. Section 1: Feedforward Neural Networks and KNIME Deep Learning Extension
2. Chapter 1: Introduction to Deep Learning with KNIME Analytics Platform FREE CHAPTER 3. Chapter 2: Data Access and Preprocessing with KNIME Analytics Platform 4. Chapter 3: Getting Started with Neural Networks 5. Chapter 4: Building and Training a Feedforward Neural Network 6. Section 2: Deep Learning Networks
7. Chapter 5: Autoencoder for Fraud Detection 8. Chapter 6: Recurrent Neural Networks for Demand Prediction 9. Chapter 7: Implementing NLP Applications 10. Chapter 8: Neural Machine Translation 11. Chapter 9: Convolutional Neural Networks for Image Classification 12. Section 3: Deployment and Productionizing
13. Chapter 10: Deploying a Deep Learning Network 14. Chapter 11: Best Practices and Other Deployment Options 15. Other Books You May Enjoy

Introducing Autoencoders

In previous chapters, we have seen that neural networks are very powerful algorithms. The power of each network lies in its architecture, activation functions, and regularization terms, plus a few other features. Among the varieties of neural architectures, there is a very versatile one, especially useful for three tasks: detecting unknown events, detecting unexpected events, and reducing the dimensionality of the input space. This neural network is the autoencoder.

Architecture of the Autoencoder

The autoencoder (or autoassociator) is a multilayer feedforward neural network, trained to reproduce the input vector onto the output layer. Like many neural networks, it is trained using the gradient descent algorithm, or one of its modern variations, against a loss function, such as the Mean Squared Error (MSE). It can have as many hidden layers as desired. Regularization terms and other general parameters that are useful for avoiding overfitting or for improving...

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