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Linear Analysis: An Introductory Course (Cambridge Mathematical Textbooks) (Volume 0)
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Linear Analysis: An Introductory Course (Cambridge Mathematical Textbooks) (Volume 0)
This brisk introduction to functional analysis presents results of application in contemporary mathematics and shows the relevance to other areas.
Linear Analysis: An Introductory Course (Cambridge Mathematical Textbooks) (Volume 0)
제품번호 #: 211435208

Linear Analysis: An Introductory Course (Cambridge Mathematical Textbooks) (Volume 0)

제품번호 #: 211435208

KRW 129976

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This brisk introduction to functional analysis presents results of application in contemporary mathematics and shows the relevance to other areas.
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What Stands Out

Comprehensive Coverage
This course offers an extensive introduction to linear analysis, seamlessly integrating theory and applications, making it suitable for students seeking a solid foundation in mathematics.
Updated Edition
The 2nd edition includes revised content and examples, reflecting recent developments in the field, ensuring that learners have access to the most current methodologies and practices in linear analysis.
Accessible Learning
Designed for beginners, this textbook breaks down complex concepts into understandable segments, providing a user-friendly approach that enhances learning and retention for students at all levels.

제품 세부 정보

Shop Linear Analysis: An Introductory Course (Cambridge Mathematical Textbooks) (Volume 0) online at a best price in South Korea. 0521655773
Publisher Cambridge University Press
Publication date March 28, 1999
Edition 2nd
Language English
Print length 256 pages
ISBN-10 1886940991
ISBN-13 978-0521655774
Item Weight 12.7 ounces (360.05 grams)
Dimensions 6 x 0.64 x 9 inches (15.2 x 1.6 x 22.9 cm)

Who Should Buy?

Suitable For
  • Undergraduate Students

    Ideal for students seeking a foundational understanding of linear analysis in a structured textbook format.

  • Self-learners

    Suitable for individuals aiming to self-study linear analysis concepts with clear explanations and examples.

  • Educators

    Useful for teachers looking for a comprehensive resource to assist in curriculum development for advanced mathematics courses.

Not Suitable For
  • Advanced Researchers

    Not suitable for researchers seeking advanced topics or deep theoretical insights beyond introductory material.

  • Casual Readers

    May not appeal to those looking for light reading, as it focuses heavily on mathematical rigor.

  • Young Students

    Not appropriate for younger students or those with no prior exposure to higher mathematics.

제품 설명

Linear Analysis: An Introductory Course (Cambridge Mathematical Textbooks) (Volume 0)

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고객 질문 및 답변

  • 의문: Who is this book intended for?

    답변: It is designed for advanced undergraduate students, typically in their final year, with a background in real analysis.
  • 의문: What unique topics does the book cover?

    답변: It includes unique topics such as geometry of finite-dimensional spaces, invariant subspaces, and the Bishop-Phelps theorem.
  • 의문: Does the book include exercises for practice?

    답변: Yes, it features a large number of exercises ranging from straightforward to challenging, ensuring student engagement.

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장점

  • Clear and concise explanations
  • Comprehensive coverage of topics
  • Engaging exercises for practice
  • Well-organized chapters
  • Useful for self-study

단점

  • Some advanced topics may be brief.

Product Price History

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  • 제한 사항: 국제 배송되는 제품의 경우 제조업체 보증이 유효하지 않을 수 있으며, 제조업체 서비스 옵션을 사용하지 못하거나 제품 설명서, 지침 및 안전 경고가 대상 국가 언어로 표시되지 않을 수 있으며, 제품(및 첨부 자료)은 도착 국가 표준, 사양 및 라벨링 요구 사항에 따라 설계되지 않을 수 있으며, 제품은 목적지 국가 전압 및 기타 전기 표준을 준수하지 않을 수 있습니다(가능한 경우 어댑터 또는 변환기 사용 필요). 수령인은 제품을 도착 국가로 합법적으로 수입할 수 있는지 확인할 책임이 있습니다. Ubuy 또는 그 제휴사에서 주문할 때, 수령인은 기록 수입자로서 도착 국가의 모든 법률과 규정을 준수해야 합니다.
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KRW 129976

지금 주문하시면 도착 예정일 수요일, 7월 15

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특징 및 장점

  • Revised and updated second edition for advanced undergraduate students.
  • Covers standard material with a fresh perspective on applications.
  • Includes unusual topics like geometry of finite-dimensional spaces and fixed-point theorems.
  • Features the Bishop-Phelps theorem and invariant subspaces.
  • Offers a large number of engaging exercises, varying in difficulty.
  • Helps students understand the relevance of functional analysis in modern mathematics.