Compact Textbooks in Mathematics Linear Algebra, (Paperback)
This self-contained, clearly written textbook on linear algebra is easily accessible for students, offering detailed proofs and examples for a solid understanding.
Compact Textbooks in Mathematics Linear Algebra, (Paperback)
Item #: 81800912

Compact Textbooks in Mathematics Linear Algebra, (Paperback)

Item #: 81800912

AED 292

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    This self-contained, clearly written textbook on linear algebra is easily accessible for students, offering detailed proofs and examples for a solid understanding.
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    What Stands Out

    Concise Content
    Delivers essential linear algebra concepts in a compact format, making it ideal for students seeking a focused review without the fluff found in traditional textbooks.
    Practical Examples
    Includes numerous practical examples and exercises to enhance understanding, allowing learners to apply theoretical concepts in real-world scenarios effectively.
    Affordable Price
    Offers high-quality educational content at a budget-friendly price point, making it accessible for both students and educators seeking reliable resources without overspending.

    Product Details

    Shop Compact Textbooks in Mathematics Linear Algebra, (Paperback) online at a best price in UAE. 286942536
    • This self-contained, clearly written textbook on linear algebra is easily accessible for students. It begins with the simple linear equation and generalizes several notions from this equation for the system of linear equations and introduces the main ideas using matrices. It then offers a detailed chapter on determinants and introduces the main ideas with detailed proofs. The third chapter introduces the Euclidean spaces using very simple geometric ideas and discusses various major inequalities and identities. These ideas offer a solid basis for understanding general Hilbert spaces in functional analysis. The following two chapters address general vector spaces, including some rigorous proofs to all the main results, and linear transformation: areas that are ignored or are poorly explained in many textbooks. Chapter 6 introduces the idea of matrices using linear transformation, which is easier to understand than the usual theory of matrices approach. The final two chapters are more advanced, introducing the necessary concepts of eigenvalues and eigenvectors, as well as the theory of symmetric and orthogonal matrices. Each idea presented is followed by examples. The book includes a set of exercises at the end of each chapter, which have been carefully chosen to illustrate the main ideas. Some of them were taken (with some modifications) from recently published papers, and appear in a textbook for the first time. Detailed solutions are provided for every exercise, and these refer to the main theorems in the text when necessary, so students can see the tools used in the solution.
    Book formatPaperback
    Fiction/nonfictionNon-Fiction
    GenreTextbooks
    Publication dateOctober, 2017
    Pages384
    SubgenreAlgebra
    Series titleCompact Textbooks in Mathematics
    Edition2017 Edition
    PublisherSpringer International Publishing
    Original languagesEnglish
    LanguageEnglish
    Edu focusMathematics
    Educational levelCollege
    Is collectibleN
    Binding typePerfect Binding
    Recording time0 min
    Retail packagingSingle Piece
    Assembled product dimensions (l x w x h)6.14 x 0.82 x 9.21 in (15.6 x 2.1 x 23.4 cm)
    Assembled product weight1.23 lb (560 grams)
    Bisac subject headingMathematics

    Who Should Buy?

    Suitable For
    • Undergraduate Students

      Ideal for undergraduate students pursuing mathematics, engineering, or physics who need a concise and clear text on linear algebra.

    • Self-Learners

      Great for individuals learning linear algebra independently, offering straightforward explanations and examples to aid understanding.

    • Tutors and Instructors

      Useful for tutors and instructors seeking a supplemental resource to explain linear algebra topics effectively to students.

    Not Suitable For
    • Advanced Scholars

      Not suitable for advanced mathematicians or scholars seeking in-depth theoretical discussions and complex applications of linear algebra.

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