多様体の基礎 基礎数学
товар №: 141168435

多様体の基礎 基礎数学

товар №: 141168435

UZS 450240

Price Details

Excluding Shipping & Custom charges ( Shipping and custom charges will be calculated on checkout )

*All items will import from JP

Распродано
jp Импортировано из магазина Japan
Our Top Logistics Partners
  • fedex
  • dhl
Показать больше
fast shipping

Fast
Shipping

free return

Free
Return*

secure packaging

Secure Packaging

100% original products

100% Original Products

pci-dss

PCI DSS Compliance

iso certified

ISO 27001 Certified


paypal payment
visa payment
mastercard payment
Note: Step Down Voltage Transformer required for using electronics products of Япония store (100 V). Recommended power converters Купите сейчас.

What Stands Out

Comprehensive Coverage
Offers an in-depth exploration of manifold theory, suited for both beginners and advanced students. The text bridges fundamental concepts with practical applications, ensuring a well-rounded mathematical foundation.
Classic Reference
Regarded as a timeless resource in mathematics, this hardcover edition ensures durability and accessibility for continual reference in studies and research on manifolds and differential geometry.
Structured Learning
Organized in a logical sequence, the content allows for gradual skill development, making it easier for learners to grasp complex ideas and master the intricacies of manifolds at their own pace.

Информация о продукте

Shop 多様体の基礎 基礎数学 online at a best price in Uzbekistan. 4130621033
  • A long-selling text that continues to be published over and over again *First edition 1988, 31st printing as of May 2019 Manifolds are one of the central concepts of modern mathematics. This book maintains the position of describing manifolds in as easy-to-understand a manner as possible for those learning manifolds for the first time, and carefully explains the topics covered, focusing on the basics. Suitable for both those aiming for applications and those aiming for even more advanced theories. 【】 from the Preface of this book Manifolds are one of the central concepts of modern mathematics. The author wrote this book because he wanted to write a textbook that was as easy to understand as possible for manifolds. All the subjects covered are basic. As I tried to give a detailed explanation, this book became surprisingly thick. However, it does not contain as much content as you might imagine from its thickness. As a reader, I had second- and third-year university students in mind. Preliminary knowledge includes the basics of linear algebra (definition of vector spaces and linear mappings, definition of matrices and determinants, simple properties), calculus of multivariables (little by little about partial differentiation and multiple integrals), and elementary knowledge of topological spaces. is sufficient. However, I believe that even readers who are unfamiliar with these concepts can read a large portion of them. 【main table of contents】 Preface Chapter 1 Preparation §1 What is a manifold §2 m-dimensional number space §3 Vector space §4 Continuous mapping and Cr-class mapping §5 Phase space Chapter 2 Cr-class manifolds and Cr-class maps §6 Definition of manifold §7 Cs-class functions and Cs-class maps Chapter 3 Tangent vector space §8 Tangent vector space §9 Differentiation of Cr class maps §10 Local properties of maps §11 Projective space Chapter 4 Inset and Embedding §12 Inset and embedding §13 Embedding theorem §14 Division of 1 §15 Regular and critical points Chapter 5 Vector fields §16 Vector field §17 Integral curve Chapter 6 Differential Form §18 First-order differential form §19 k-order differential form §20 External differentiation and Stokes' theorem Appendix A Relationship between Dpr (M) and Tp (M) Appendix B Proof that the projective plane P² cannot be embedded in R³ Exercise questions answered
Publisher 東京大学出版会
Publication date September 25, 1988
Language Japanese
Print length 350 pages
ISBN-10 4130621033
ISBN-13 978-4130621038
Item Weight 500 g
Book 5 of 14 基礎数学

Who Should Buy?

Suitable For
  • Math Students

    Ideal for undergraduate or graduate students studying mathematics, particularly in areas of geometry and topology.

  • Graduate Programs

    Beneficial for those enrolled in advanced courses that require a solid understanding of manifolds in mathematics.

  • Researchers

    Useful for mathematicians and researchers looking for foundational knowledge in manifolds for academic work.

Not Suitable For
  • Casual Readers

    Not suitable for general readers without a strong mathematical background or interest in manifolds.

  • Beginner Level

    Not recommended for beginners in mathematics; assumes prior knowledge of advanced mathematical concepts.

  • Non-Mathematicians

    Individuals outside the field of mathematics may find the content too technical or complex without prior knowledge.

ОПИСАНИЕ ТОВАРА

Важная информация

  • Ограничения: обратите внимание, что для товаров, поставляемых за границу, гарантия производителя может быть недействительной; обслуживание от производителя может быть недоступно; руководства по эксплуатации, а также инструкции и предупреждения о безопасности могут быть не на языках страны назначения; товары (и сопутствующие материалы) могут не быть разработаны в соответствии со стандартами, спецификациями и требованиями к маркировке страны назначения; товары также могут не соответствовать напряжению в стране назначения и другим электрическим стандартам (при необходимости требуется использование адаптера или преобразователя). Получатель несет ответственность за обеспечение законного ввоза товара в страну назначения. При заказе через Ubuy или его аффилированных лиц получатель является зарегистрированным импортером и должен соблюдать все законы и правила страны назначения.
  • Не все товары на Ubuy выставлены на продажу, поскольку Ubuy — это глобальная поисковая система. На товары распространяются законы в области экспорта и торговли.