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Format: 1 Online-Ressource (XXVIII, 672 Seiten) : , Illustrationen, Diagramme.

ISBN: 978-3-11-133185-0 , 978-3-11-133195-9

Series Statement: De Gruyter Textbook

Content: This text offers a unique balance of theory and a variety of standard and new applications along with solved technology-aided problems. The book includes the fundamental mathematical theory, as well as a wide range of applications, numerical methods, projects, and technology-assisted problems and solutions in Maple, Mathematica, and MATLAB. Some of the applications are new, some are unique, and some are discussed in an essay. There is a variety of exercises which include True/False questions, questions that require proofs, and questions that require computations. The goal is to provide the student with is a solid foundation of the mathematical theory and an appreciation of some of the important real-life applications. Emphasis is given on geometry, matrix transformations, orthogonality, and least-squares. Designed for maximum flexibility, it is written for a one-semester/two semester course at the sophomore or junior level for students of mathematics or science

Additional Edition: Erscheint auch als Druck-Ausgabe ISBN 978-3-11-133179-9

Language: English

Subjects: Mathematics

Keywords: Lineare Algebra

DOI: 10.1515/9783111331850

URL: Volltext  (URL des Erstveröffentlichers)

URL: lizenzpflichtig

URL: lizenzpflichtig

URL: Cover

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ISBN: 9783111331850

Note: Eingeschränkter Zugang mit Nutzungsbeschränkungen (nur an PC-Arbeitsplätzen der ZLB) , Rechte vorbehalten - es gilt das deutsche Urheberrecht

Language: English

URN: urn:nbn:de:101:1-2405071642581.459469894570

URL: https://digital.zlb.de/viewer/metadata/1328627446/

UID:

Format: 1 online resource (XXVIII, 672 p.)

Edition: First edition.

ISBN: 3-11-133185-7

Series Statement: De Gruyter Textbook Series

Content: This text offers a unique balance of theory and a variety of standard and new applications along with solved technology-aided problems. The book includes the fundamental mathematical theory, as well as a wide range of applications, numerical methods, projects, and technology-assisted problems and solutions in Maple, Mathematica, and MATLAB. Some of the applications are new, some are unique, and some are discussed in an essay. There is a variety of exercises which include True/False questions, questions that require proofs, and questions that require computations. The goal is to provide the student with is a solid foundation of the mathematical theory and an appreciation of some of the important real-life applications. Emphasis is given on geometry, matrix transformations, orthogonality, and least-squares. Designed for maximum flexibility, it is written for a one-semester/two semester course at the sophomore or junior level for students of mathematics or science.

Note: Frontmatter -- , Preface -- , Acknowledgment -- , Contents -- , 1 Linear systems -- , 2 Vectors -- , 3 Matrices -- , 4 Vector spaces -- , 5 Linear transformations -- , 6 Determinants -- , 7 Eigenvalues -- , 8 Orthogonality and least squares -- , 9 Quadratic forms, SVD, wavelets -- , A Introduction to complex numbers -- , B Uniqueness of RREF -- , Answers to selected exercises -- , Bibliography -- , Index of Applications -- , Index , Issued also in print. , In English.

Additional Edition: ISBN 3-11-133179-2

Language: English

DOI: 10.1515/9783111331850