Ebook Info
- Published: 2017
- Number of pages: 508 pages
- Format: PDF
- File Size: 7.17 MB
- Authors: Jim Hefferon
Description
The approach is developmental. Although it covers the requisite material by proving things, it does not assume that students are already able at abstract work. Instead, it proceeds with a great deal of motivation, many computational examples, and exercises that range from routine verifications to (a few) challenges. The goal is, in the context of developing the usual material of an undergraduate linear algebra course, to help raise each student’s level of mathematical maturity.
User’s Reviews
Reviews from Amazon users which were colected at the time this book was published on the website:
⭐Textbook arrived promptly and well packaged. However, the textbook material and information is horrible!! I’ve been using it for nearly 2 months for my class and it leaves me with more questions after reading it and doing practice problems. It’s not clear, does not provide good examples that show each step, and leaves me looking for other resources and books to help me understand the subject. It is very poorly written for college students. What a waste of money!! Do NOT recommend.
⭐Exceptionally clear and well written. Introduces difficult concepts hently but thoroughly.
⭐great price for great item , thank you very much
⭐This textbook is highly readable. It is easy to understand and does a great job of explaining odd concepts. I recommend getting the solutions manual as well, which helps serve as a guide to solving problems.
⭐まず、本書自体はpdf形式で公式サイトでも配布されています。したがって必ずしも本書を購入する必要性は存在しません。内容に関してですが、非常に分かり易いと思います。ガウスの消去法から始まり、線型独立性という概念の重要性、rankの直観的な解釈、行列は線形写像の具象的な表現に過ぎないという事実やそれを踏まえた対角化可能性の意味――そういったものが本書を読み進める内に自然に習得できるように書かれています。勿論、ここで「読み進める」というのは数学と格闘するということと同値ですが。とはいえ上に挙げたものは具体的な例を通じて「なるほど」と思いながら読めるように構成されています。(一部例外もありますが)また、行列式の定義に関してもその動機を含めて説明してくれるため、天下りな定義に終始するだけの無味乾燥な数学書とは一線を画しています。総合すると、巧妙に構成された、分かり易い線形代数のテキストだと思います。なお回答もpdfで存在しているので、独学するには最適です。
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Keywords
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