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제품번호 #:
28825207
Matrix analysis and applied linear algebra
90% of respondents would recommend this to a friend
제품번호 #:
28825207
KRW 100824
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This book avoids the traditional definition-theorem-proof format; instead a fresh approach introduces a variety of problems and examples all in a clear and informal style.
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What Stands Out
Comprehensive Coverage
This textbook provides in-depth exploration of both matrix analysis and applied linear algebra, making it an essential resource for students and professionals looking to excel in these intertwined fields.
Practical Applications
Focusing on real-world applications, this edition bridges theory and practice, equipping readers with the practical skills needed to solve complex problems in engineering, science, and economics.
Accessible Learning
With clear explanations and numerous examples, this book ensures that concepts are easily understood, catering to learners at various levels and facilitating self-study and classroom use.
제품 세부 정보
| Publisher | SIAM: Society for Industrial and Applied Mathematics |
| Publication date | May 24, 2010 |
| Edition | Edition Unstated |
| Language | English |
| Print length | 730 pages |
| ISBN-10 | 0898714540 |
| ISBN-13 | 978-0898714548 |
| Item Weight | 4.68 pounds (2.12 kg) |
| Dimensions | 9.25 x 0.5 x 9.75 inches (23.5 x 1.3 x 24.8 cm) |
Who Should Buy?
-
Graduate Students
Ideal for students pursuing advanced studies in mathematics, engineering, or data science focusing on matrix theory and applications.
-
Professionals
Useful for professionals in fields like finance and data analysis requiring deep knowledge of linear algebra for modeling.
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Researchers
Perfect for researchers needing a comprehensive understanding of matrix analysis for theoretical or applied research work.
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Undergraduate Beginners
Not suitable for novices in mathematics; prerequisites in linear algebra are necessary for better comprehension of the content.
제품 설명
Matrix analysis and applied linear algebra
질문이 있으십니까? 채팅하기
고객 질문 및 답변
-
의문:
What is the main focus of Matrix Analysis and Applied Linear Algebra?
답변: Matrix Analysis and Applied Linear Algebra primarily focuses on the theory and application of matrices in various fields of mathematics and engineering. The book explores concepts such as eigenvalues, eigenvectors, and matrix decompositions, offering insights into how these elements are used to solve real-world problems. It’s particularly beneficial for students in advanced mathematics, data science, and engineering disciplines, aiding them in analyzing and modeling complex systems. -
의문:
Is this book suitable for beginners?
답변: While Matrix Analysis and Applied Linear Algebra is comprehensive, it is better suited for individuals with a foundation in linear algebra. Beginners may find some concepts challenging without prior knowledge. To maximize understanding, it’s recommended to have a basic grasp of linear algebra terminology and operations before diving into this book, making it an excellent resource for students looking to deepen their expertise. -
의문:
Who would benefit from studying this book?
답변: This book is ideal for mathematics and engineering students as well as professionals in fields like data analysis and computer science. It equips readers with essential techniques for computational applications and theoretical insights that are crucial for modeling and analyzing data. For example, data scientists can use matrix techniques to enhance machine learning models, making this book a valuable asset in their educational and professional toolkit. -
의문:
What are some key topics covered in this book?
답변: Key topics in Matrix Analysis and Applied Linear Algebra include matrix factorizations, systems of linear equations, vector spaces, and transformations. It also delves into singular value decomposition and its applications in data reduction and latent semantic analysis, which can be particularly useful in natural language processing tasks and image compression. The breadth of topics ensures a comprehensive understanding of linear algebra in various contexts. -
의문:
How does this book differ from traditional linear algebra texts?
답변: Matrix Analysis and Applied Linear Algebra distinguishes itself by emphasizing both theory and practical applications of matrix concepts. Unlike traditional linear algebra texts that may focus solely on computational techniques, this book balances theoretical insights with their applications across diverse disciplines, making it particularly valuable for practitioners who need to apply these concepts in real-world scenarios. -
의문:
Are there any supplementary materials available with this book?
답변: Many editions of Matrix Analysis and Applied Linear Algebra may come with supplementary materials such as solution manuals, workbooks, or online resources. These materials can enhance your learning experience by providing exercises and solutions that reinforce concepts covered in the book. It’s beneficial to check the specific edition for additional resources, which can aid in mastering the material more effectively. -
의문:
Can this book help in preparing for graduate studies?
답변: Yes, Matrix Analysis and Applied Linear Algebra is an excellent resource for students preparing for graduate studies in mathematics, engineering, or data science. Its rigorous approach to matrix theory and applications provides a strong foundation for higher-level coursework. It covers critical concepts that are often part of graduate programs, enabling students to confidently engage with advanced topics in their studies. -
의문:
What practical applications can I learn from this book?
답변: The book presents various practical applications of matrix analysis, including image processing, optimization problems, and statistical analysis. For instance, understanding singular value decomposition can be pivotal for tasks in machine learning, such as feature reduction and enhancing model performance. Additionally, techniques discussed can be applied in engineering tasks, financial modeling, and risk assessment, making the concepts relevant across multiple industries. -
의문:
Is the book accessible for self-study?
답변: Matrix Analysis and Applied Linear Algebra is structured to be accessible for self-study, especially for those familiar with linear algebra fundamentals. Each chapter usually builds upon the previous material, offering explanations, examples, and practice problems that facilitate learning. While it's beneficial to have some instructional guidance, motivated learners can effectively navigate the content independently to enhance their understanding of matrix methods. -
의문:
Where can I buy Matrix Analysis and Applied Linear Algebra?
답변: You can buy Matrix Analysis and Applied Linear Algebra in South Korea at Ubuy. Ubuy offers a convenient platform for purchasing a variety of academic texts, ensuring you have access to this essential resource for your studies. With user-friendly navigation and available options, Ubuy makes it simple to find the right edition you need.
Linear Editorial Review
Matrix Analysis and Applied Linear Algebra is an excellent product that is easy to read. The author's writing style is highly praised, and the solutions to exercises are conveniently attached in the book. The printing quality is also commendable. It covers basic to advanced knowledge and is frequently updated with free additional supplements and a list of errata. The subject is thoroughly treated with clear explanations and abundant exercises.
Customer Reviews & Ratings
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장점
- Easy to read
- Author's writing style
- Solutions to exercises attached
- Good printing quality
- Covers basic to advanced knowledge
- Frequently updated with supplements and errata
- Thorough treatment of the subject
- Clear explanations
- Abundant exercises
- Accurate description
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- Received the wrong book
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KRW 100824
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특징 및 장점
- Offers a unique and informal approach to linear algebra.
- Focuses on real-life applications of linear algebra concepts.
- Includes modern topics not typically found in undergraduate textbooks.
- Provides detailed examples for theoretical developments.
- Comes with exercises to enhance understanding and insight.
- Includes a CD-ROM with a searchable copy of the textbook.
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