Linear Algebra (Dover Books on Mathematics)
One of the best expositions on the subject.
Linear Algebra (Dover Books on Mathematics)
Numéro d'article: 25485797

Linear Algebra (Dover Books on Mathematics)

Numéro d'article: 25485797

MUR 1428

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Ce qui se démarque

Comprehensive Coverage
This edition provides an exhaustive exploration of linear algebra concepts, ensuring a deep understanding for students and professionals alike, making it an essential resource for coursework and self-study.
Affordable Access
Published by Dover, this edition is competitively priced, making high-quality mathematical resources accessible to a broader audience, including students and educators on a budget.
Clear Explanations
The book features clear, concise explanations and illustrative examples, aiding in comprehension and retention of complex topics, which is essential for learners seeking clarity in linear algebra.

Détails du produit

Discover the comprehensive collection of Linear Algebra books at Ubuy - a Mauritania. Get the Dover Books on Mathematics Edition today!
  • Translated course in linear algebra by Georgi E. Shilov, Professor of Mathematics at the Moscow State University
  • Covers determinants, linear spaces, systems of linear equations, and advanced topics of an advanced undergraduate or beginning graduate course
  • Presents material in a consistently clear style with included problems, hints, and answers
  • Emphasizes the unity of algebra, geometry, and analysis in approach
  • Contains an abundance of problems and examples for self-study and classroom use
  • Written for English language readers by Richard Silverman
Publisher Dover Publications
Publication date June 1, 1977
Edition Revised ed.
Language English
Print length 400 pages
ISBN-10 048663518X
ISBN-13 978-0486635187
Item Weight 15 ounces (425.25 grams)
Dimensions 5.64 x 0.78 x 8.38 inches (14.3 x 2 x 21.3 cm)
Part of series Dover Books on Mathematics

À qui est-ce destiné ?

Suitable For
  • Students in Mathematics

    Ideal for undergraduate students needing a solid foundation in linear algebra concepts and theories.

  • Self-learners

    Perfect for individuals independently studying linear algebra, providing clear explanations and examples for self-paced learning.

  • Educators and Instructors

    Useful resource for teachers looking for supplemental materials to enhance their linear algebra curriculum.

Not Suitable For
  • Advanced Researchers

    May lack the depth and complex topics required for experts or advanced graduate-level research in linear algebra.

DESCRIPTION DU PRODUIT

Linear Algebra (Dover Books on Mathematics)

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Questions et réponses des clients

  • question: What is the main focus of the Linear Algebra Dover Books on Mathematics edition?

    répondre: The Linear Algebra Dover Books on Mathematics edition primarily focuses on providing comprehensive coverage of linear algebra concepts and their applications. It delves into topics such as vector spaces, matrix theory, eigenvalues, and eigenvectors, which are essential for understanding advanced mathematics and its applications in various fields, including engineering and computer science. This book is often used by students and professionals looking to deepen their understanding of linear algebra and its practical uses.
  • question: Who would benefit from reading the Linear Algebra Dover Books on Mathematics?

    répondre: This book is beneficial for college students, educators, and professionals in fields such as mathematics, physics, computer science, and engineering. It's a valuable resource for those preparing for exams or seeking to reinforce their knowledge of linear algebra concepts. Due to its clear explanations and practical examples, readers can apply the theory learned in real-world scenarios, enhancing both academic and professional competence.
  • question: What topics are covered in the Linear Algebra Dover Book?

    répondre: The Linear Algebra Dover book covers fundamental topics such as matrices, determinants, vector spaces, linear transformations, and inner product spaces. Additionally, it discusses various methods of solving linear equations and the applications of linear algebra in data science, economics, and machine learning. By understanding these concepts, readers can apply linear algebra in analytical problem-solving and modeling, making it a pivotal element in many advanced fields.
  • question: Is this Dover edition suitable for beginners in linear algebra?

    répondre: Yes, the Dover edition is designed to be accessible for beginners while also providing depth for more advanced readers. It starts with foundational concepts and gradually builds up to more complex topics, making it a great introduction to linear algebra. Beginners will find step-by-step explanations and worked examples, while advanced learners can benefit from the rigorous problem sets that challenge their understanding and application of linear algebra concepts.
  • question: Can the Linear Algebra Dover book help with exam preparations?

    répondre: Absolutely, the Linear Algebra Dover book is a great resource for exam preparation. It contains numerous examples, exercises, and problems at the end of each chapter that reinforce understanding and comprehension. Working through these problems enables students to develop a strong grasp of concepts likely to appear on exams, making it an essential study companion for anyone preparing for courses in mathematics or applied sciences.
  • question: Are there any supplementary materials available with this book?

    répondre: While the Linear Algebra Dover edition itself is a comprehensive resource, it may not include supplementary materials such as solutions manuals or study guides. However, many readers find that the extensive examples and problems within the text provide sufficient practice. For additional resources, readers can seek online platforms where they can find discussions, forums, or video lectures that complement the book's content and enhance their learning experience.
  • question: What distinguishes Dover publications from other math books?

    répondre: Dover publications are well-known for their affordability and high-quality content. The Linear Algebra Dover book is no exception, featuring rigorous academic standards alongside accessibility for a wide range of readers. Additionally, Dover often focuses on reprints of classic works, giving readers access to influential texts that have shaped the field of mathematics. This combination makes Dover editions a favored choice for students and educators alike.
  • question: How is the content structured in the Linear Algebra Dover book?

    répondre: The content in the Linear Algebra Dover book is meticulously structured, typically divided into chapters that build upon one another. Each chapter introduces key concepts, followed by clear definitions, theorems, and exercises. Commonly, a chapter will end with problems that encourage critical thinking and application of the learned material. This logical progression ensures that readers can effectively grasp complex ideas while steadily advancing their understanding of linear algebra.
  • question: Where can I buy the Linear Algebra Dover Books on Mathematics in Mauritania?

    répondre: You can purchase the Linear Algebra Dover Books on Mathematics edition at Ubuy in Mauritania. Ubuy is a popular online shopping platform that offers a vast selection of academic and educational books. They provide users with an easy way to browse and order books, ensuring a convenient shopping experience for those looking to expand their knowledge in mathematics and linear algebra.

Linear Editorial Review

This review showcases a mix of positive and negative reviews of the Linear Algebra book. Initially, the book was difficult for one reader to follow but they returned to it after a while and found that understanding it was beneficial. Another reader described it as an excellent and detailed book that provides a deep intuition for the subject. Yet, the electronic version of the book was found to have errors that made it hard to follow.

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Avantages

  • The proofs are succinct and encourage visualization in your head
  • The book provides a deep intuition for the subject
  • The book is detailed and does not focus on random applications

Les inconvénients

  • The book is proof-heavy without visuals, making it difficult to follow

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