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If you want to work in any computational or technical field, you need to understand linear algebra. As the study of matrices and operations acting upon them, linear algebra is the mathematical basis of nearly all algorithms and analyses implemented in computers. But the way it's presented in decades-old textbooks is much different from how professionals use linear algebra today to solve real-world modern applications. This practical guide from Mike X Cohen teaches the core concepts of linear algebra as implemented in Python, including how they're used in data science, machine learning, deep learning, computational simulations, and biomedical data processing applications. Armed with knowledge from this book, you'll be able to understand, implement, and adapt myriad modern analysis methods and algorithms. Ideal for practitioners and students using computer technology and algorithms, this book introduces you to: The interpretations and applications of vectors and matrices Matrix arithmetic (various multiplications and transformations) Independence, rank, and inverses Important decompositions used in applied linear algebra (including LU and QR) Eigendecomposition and singular value decomposition Applications including least-squares model fitting and principal components analysis

Publication Date : 2022

Authors : Mike Cohen

Publisher : O'Reilly Media

Number of Pages : 300

ISBN 10 : 1098120612

ISBN 13 : 9781098120610

Ebook PDF Practical Linear Algebra for Data Science | EBOOK ONLINE DOWNLOAD

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PDF Linear algebra for data science - University of North Carolina at ...

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[PDF] [EPUB] Practical Linear Algebra for Data Science Download

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(PDF) Practical Linear Algebra for Data Science From Core Concepts to ...

Practical Linear Algebra for Data Science From Core Concepts to Applications Using Python

Practical Linear Algebra for Data Science - O'Reilly Media

This practical guide from Mike X Cohen teaches the core concepts of linear algebra as implemented in Python, including how they're used in data science, machine learning, deep learning, computational simulations, and biomedical data processing applications.

PDF Introduction to Applied Linear Algebra

mathematical models to data, no knowledge of or background in probability and statistics is needed. The book covers less mathematics than a typical text on applied linear algebra. We use only one theoretical concept from linear algebra, linear independence, and only one computational tool, the QR factorization; our approach to most applica-

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