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Linear Algebra, Data Science, and Machine Learning by Jeff Calder NEW
Linear Algebra, Data Science, and Machine Learning by Jeff Calder NEW
Linear Algebra, Data Science, and Machine Learning by Jeff Calder NEW
Linear Algebra, Data Science, and Machine Learning by Jeff Calder NEW
Linear Algebra, Data Science, and Machine Learning by Jeff Calder NEW
Linear Algebra, Data Science, and Machine Learning by Jeff Calder NEW

Linear Algebra, Data Science, and Machine Learning by Jeff Calder NEW

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Linear Algebra, Data Science, and Machine LearningAuthor(s): Jeff Calder, Peter J. Olver\nFormat: Hardback\nPublisher: Springer International Publishing AG, Switzerland\nImprint: Springer International Publishing AG\nISBN-13: 9783031937637, 978-3031937637\nSynopsis\nThis text provides a mathematically rigorous introduction to modern methods of machine learning and data analysis at the advanced undergraduate/beginning graduate level. The book is self-contained and requires minimal mathematical prerequisites. There is a strong focus on learning how and why algorithms work, as well as developing facility with their practical applications. Apart from basic calculus, the underlying mathematics linear algebra, optimization, elementary probability, graph theory, and statistics is developed from scratch in a form best suited to the overall goals. In particular, the wide-ranging linear algebra components are unique in their ordering and choice of topics, emphasizing those parts of the theor.

Linear Algebra, Data Science, and Machine Learning by Jeff Calder NEW

Linear Algebra, Data Science, and Machine LearningAuthor(s): Jeff Calder, Peter J. Olver\nFormat: Hardback\nPublisher: Springer International Publishing AG, Switzerland\nImprint: Springer International Publishing AG\nISBN-13: 9783031937637, 978-3031937637\nSynopsis\nThis text provides a mathematically rigorous introduction to modern methods of machine learning and data analysis at the advanced undergraduate/beginning graduate level. The book is self-contained and requires minimal mathematical prerequisites. There is a strong focus on learning how and why algorithms work, as well as developing facility with their practical applications. Apart from basic calculus, the underlying mathematics linear algebra, optimization, elementary probability, graph theory, and statistics is developed from scratch in a form best suited to the overall goals. In particular, the wide-ranging linear algebra components are unique in their ordering and choice of topics, emphasizing those parts of the theor.

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