BOOKS - PROGRAMMING - Machine Learning Theory and Applications Hands-on Use Cases wit...
Machine Learning Theory and Applications Hands-on Use Cases with Python on Classical and Quantum Machines - Xavier Vasques 2024 PDF Wiley BOOKS PROGRAMMING
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Machine Learning Theory and Applications Hands-on Use Cases with Python on Classical and Quantum Machines
Author: Xavier Vasques
Year: 2024
Number of pages: 510
Format: PDF
File size: 38.9 MB
Language: ENG

Enables readers to understand mathematical concepts behind data engineering and machine learning algorithms and apply them using open-source Python libraries. Machine Learning Theory and Applications delves into the realm of machine learning and deep learning, exploring their practical applications by comprehending mathematical concepts and implementing them in real-world scenarios using Python and renowned open-source libraries. This comprehensive guide covers a wide range of topics, including data preparation, feature engineering techniques, commonly utilized machine learning algorithms like support vector machines and neural networks, as well as generative AI and foundation models. To facilitate the creation of machine learning pipelines, a dedicated open-source framework named hephAIstos has been developed exclusively for this book. Moreover, the text explores the fascinating domain of quantum machine learning and offers insights on executing machine learning applications across diverse hardware technologies such as CPUs, GPUs, and QPUs. Finally, the book explains how to deploy trained models through containerized applications using Kubernetes and OpenShift, as well as their integration through machine learning operations (MLOps). Machine Learning Theory and Applications is an essential resource for data scientists, engineers, and IT specialists and architects, as well as students in computer science, mathematics, and bioinformatics. The reader is expected to understand basic Python programming and libraries such as NumPy or Pandas and basic mathematical concepts, especially linear algebra.

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