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Mathematical methods in data science

By: Ren, Jingl.
Contributor(s): Wang, Haiyan.
Material type: materialTypeLabelBookPublisher: Amsterdam : Elsevier, 2023Description: xi, 246 p. ; ill. (some col.), 23 cm.ISBN: 9780443186790.Subject(s): Mathematical models | Differential Equations | Partial differential equations | Lyapunov exponent | Linear subspace | QR decomposition | Laplacian matrix | PDE model | Influenza | Gradient descent | Eigenvectors | Chainlet clustersDDC classification: 005.7 Summary: Mathematical Methods in Data Science covers a broad range of mathematical tools used in data science, including calculus, linear algebra, optimization, network analysis, probability and differential equations. Based on the authors' recently published and previously unpublished results, this book introduces a new approach based on network analysis to integrate big data into the framework of ordinary and partial differential equations for dataanalysis and prediction. With data science being used in virtually every aspect of our society, the book includes examples and problems arising in data science and a clear explanation of advanced mathematical concepts, especially data-driven differential equations, making it accessible to researchers and graduate students in mathematics and data science.
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Includes bibliographical references and index.

Mathematical Methods in Data Science covers a broad range of mathematical tools used in data science, including calculus, linear algebra, optimization, network analysis, probability and differential equations. Based on the authors' recently published and previously unpublished results, this book introduces a new approach based on network analysis to integrate big data into the framework of ordinary and partial differential equations for dataanalysis and prediction. With data science being used in virtually every aspect of our society, the book includes examples and problems arising in data science and a clear explanation of advanced mathematical concepts, especially data-driven differential equations, making it accessible to researchers and graduate students in mathematics and data science.

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