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Numéro d'article:
89056458
World Standard MIT Textbook Strang: Linear Algebra Introduction
Numéro d'article:
89056458
XAF 48563
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This is a must-read book for all engineering students and researchers.
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gratuit*
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Ce qui se démarque
Rigorous Approach
Offers a comprehensive introduction to linear algebra, featuring rigorous proofs and concepts that enhance students' understanding and prepares them for advanced applications in mathematics and science.
Real-World Applications
Incorporates practical examples and applications, demonstrating the relevance of linear algebra in various fields such as engineering, computer science, and economics, making learning more engaging and applicable.
User-Friendly Format
Presented in a well-organized hardcover format, the book includes clear diagrams and exercises. This facilitates easier comprehension and provides diverse problem-solving techniques for students at different learning stages.
Détails du produit
- 世界中の学生・研究者のバイブル 邦訳完成!! MITの名物博士ストラング先生の、線形代数入門書の邦訳である。 同書は、大変大きな支持を得て世界中の大学で教科書・参考書として活用されている。高校数学を入口とし、平易なところからスタートして、膨大な量の演習問題を解きながら、線形代数の本質の理解へと進めていける。また、後半部分では、読者が必要としている線形代数の工学的側面にかかわる課題を、具体的な応用事例とその演習問題を解くことにより、本質を学び取ることができる。 演習問題の解答、復習のための概念的な質問集、用語集などもあり、より確実に学べるよう工夫されている。全工学系の学生、研究者必携必読の書である。
| Publisher | 近代科学社 |
| Publication date | December 22, 2015 |
| Language | Japanese |
| Print length | 608 pages |
| ISBN-10 | 4764904055 |
| ISBN-13 | 978-4764904057 |
| Item Weight | 1.26 Kilograms |
| Dimensions | 7.48 x 1.38 x 10.55 inches (19 x 3.5 x 26.8 cm) |
À qui est-ce destiné ?
-
University Students
Perfect for undergraduate students studying mathematics or related fields due to its comprehensive coverage of linear algebra concepts.
-
Self-Learners
Great for individuals seeking to self-study linear algebra thanks to clear explanations and numerous practice problems.
-
Instructors
Useful for educators looking for a structured curriculum resource, complete with solutions and teaching recommendations.
-
Beginner Learners
May be overwhelming for those with no prior mathematical knowledge, as it assumes a basic understanding of algebra.
-
Casual Readers
Not suitable for casual readers or those seeking light reading; it's a rigorous academic textbook.
-
Non-Mathematics Fields
Individuals in non-mathematical disciplines may find the content too specialized and detailed for their needs.
DESCRIPTION DU PRODUIT
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Questions et réponses des clients
-
question:
Is this book suitable for beginners?
répondre: Yes, it is designed for those starting with high school mathematics. -
question:
Does the book include practice problems?
répondre: Yes, it contains numerous practice problems to enhance understanding. -
question:
Is this translation widely accepted in academic institutions?
répondre: Absolutely, it's used as a textbook and reference at universities globally.
ギルバート ストラング Mathematics Editorial Review
**** The book "Introduction to Linear Algebra" by Gilbert Strang has garnered a spectrum of reviews, primarily focusing on its academic rigor and depth of content. Reviewers have noted that while the translation into Japanese is at times difficult to follow, the book itself is recognized as a significant educational resource that excels in its comprehensive approach to linear algebra. Many educators and students alike seem to Consider it essential reading in understanding advanced concepts in the subject, with particular praise for its discussions on dominant eigenvalues, singular value decomposition, and Jordan canonical form. However, some readers cautioned that this text is not intended for absolute beginners. There are frequent mentions of a steep learning curve, as the book often introduces complex terms without adequate explanations. Thus, those without prior exposure to linear algebra may find themselves frustrated when encountering terms like "lower triangular matrix" or "pivot" without clear definitions. Despite its challenges, the book is highly regarded for its wealth of applications, even referencing modern concepts such as JPEG compression. The Consensus among knowledgeable readers is that those who have some foundation in linear algebra will find invaluable insights and a profound understanding of the subject matter. One reviewer emphatically stated that mastering the content of this book greatly aids success in other scientific fields, as linear algebra forms a foundational element of many advanced technologies today. In summary, while "Introduction to Linear Algebra" presents some learning obstacles for newcomers, it ultimately serves as an indispensable resource for students progressing in the field of mathematics and engineering. It is a highly recommended text for anyone looking to deepen their understanding of the mathematics underpinning modern technology. **
Avis et évaluations clients
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Avantages
- Comprehensive content covering advanced concepts in linear algebra.
- Offers numerous applications, making it relevant to modern technology, including JPEG compression.
- Highly regarded by educators and students with prior knowledge; Considered essential for further studies in math and engineering.
Les inconvénients
- Difficult translation can hinder comprehension for some readers.
Historique des prix du produit
Informations importantes
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XAF 48563
Commandez maintenant et recevez votre commande aux alentours du Mardi, Juin 30
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Il ne reste que 7 articles en stock.
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Ubuy s'engage à protéger votre sécurité et votre confidentialité. Notre système avancé de sécurité des paiements garantit la confidentialité en chiffrant vos informations lors de la transmission grâce aux protocoles AES (Advanced Encryption Standards) et SSL (Secure Socket Layer). Vos coordonnées de paiement sont 100 % sécurisées car nous ne partageons pas vos informations de paiement avec des vendeurs tiers.
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Caractéristiques et avantages
- Japanese translation of MIT's renowned linear algebra textbook.
- Accessible for beginners using high school mathematics.
- Includes extensive practice problems for practical understanding.
- Covers essential engineering applications of linear algebra.
- Features answers to practice questions and review materials.
- Highly regarded in universities worldwide as a key resource.