Book Image

Artificial Intelligence for IoT Cookbook

By : Michael Roshak
Book Image

Artificial Intelligence for IoT Cookbook

By: Michael Roshak

Overview of this book

Artificial intelligence (AI) is rapidly finding practical applications across a wide variety of industry verticals, and the Internet of Things (IoT) is one of them. Developers are looking for ways to make IoT devices smarter and to make users’ lives easier. With this AI cookbook, you’ll be able to implement smart analytics using IoT data to gain insights, predict outcomes, and make informed decisions, along with covering advanced AI techniques that facilitate analytics and learning in various IoT applications. Using a recipe-based approach, the book will take you through essential processes such as data collection, data analysis, modeling, statistics and monitoring, and deployment. You’ll use real-life datasets from smart homes, industrial IoT, and smart devices to train and evaluate simple to complex models and make predictions using trained models. Later chapters will take you through the key challenges faced while implementing machine learning, deep learning, and other AI techniques, such as natural language processing (NLP), computer vision, and embedded machine learning for building smart IoT systems. In addition to this, you’ll learn how to deploy models and improve their performance with ease. By the end of this book, you’ll be able to package and deploy end-to-end AI apps and apply best practice solutions to common IoT problems.
Table of Contents (11 chapters)

Z-Spikes

Spikes can help determine whether there is an issue by looking at how rapidly a reading is changing. For example, an outdoor IoT device may have a different operating temperature in the South Pole compared to one in direct sun in Death Valley. One way of finding out whether there is an issue with the device is by looking at how fast the temperature is changing. Z-Spikes are a typical time-based anomaly detection. It is used because it only looks at that device's readings and can give a value independent of environmental factors.

Z-Spikes look at how the spike differs from the standard deviation. They use a statistical z-test to determine whether a spike is greater than 99.5% of the population.