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Theory of Spinors: An Introduction
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Theory of Spinors: An Introduction
Spinors are more fundamental than tensors as they produce results that could not have been obtained by using tensor methods only.
Theory of Spinors: An Introduction
Vara #: 71845466

Theory of Spinors: An Introduction

Vara #: 71845466

ISK 10567

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Spinors are more fundamental than tensors as they produce results that could not have been obtained by using tensor methods only.
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What Stands Out

Comprehensive Overview
Offers a thorough introduction to spinors, catering to both beginners and advanced students, simplifying complex concepts in mathematics and physics.
Practical Applications
Explains real-world applications in diverse fields like quantum mechanics and relativity, making it relevant for researchers and enthusiasts alike.
Accessible Language
Utilizes clear and concise language, ensuring that intricate theories are easily grasped, which is ideal for self-study or classroom use.

Upplýsingar um vöru

Explore the fascinating world of spinors with Theory of Spinors: An Introduction. Buy now from Ubuy Iceland and dive into this essential physics concept.
  • Comprehensive textbook on the theory of spinors in physics
  • Explains the fundamental nature of spinors compared to tensors
  • Explores the relationship between spinors and representations of groups
  • Applies spinor theory to general relativity and curved space-time
  • Based on lectures at Ben Gurion University
  • Suitable for advanced undergraduate, graduate students, and researchers in physics and mathematics
Publisher World Scientific Publishing Company
Publication date April 12, 2000
Language English
Print length 228 pages
ISBN-10 9812564721
ISBN-13 978-9812564726
Item Weight 11.2 ounces (317.52 grams)
Dimensions 6.07 x 0.48 x 8.46 inches (15.4 x 1.2 x 21.5 cm)

Who Should Buy?

Suitable For
  • Physics Students

    Undergraduate or graduate physics students studying quantum mechanics and relativity will find fundamental concepts clearly explained.

  • Mathematicians

    Mathematicians interested in advanced algebra and geometry can explore the mathematical underpinnings of spinors for research.

  • Researchers

    Researchers in theoretical physics can use this introduction as a foundation for more complex studies on spinors.

Not Suitable For
  • Casual Readers

    Those without a background in physics or mathematics may find the material too challenging and technical.

  • Beginner Students

    Beginner students might struggle with the advanced concepts and lack sufficient foundational knowledge for comprehension.

  • Non-Academic Professionals

    Professionals in unrelated fields may not find the content relevant or applicable to their work or interests.

VÖRULÝSING

Theory of Spinors: An Introduction

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Spurningar og svör viðskiptavina

  • spurningu: What is the origin of spinors?

    svara: The origin of spinors is from representation theory.
  • spurningu: Who is the targeted audience for this book?

    svara: The book is intended for advanced undergraduate and graduate students in Physics and Mathematics and researchers.
  • spurningu: Why are spinors more fundamental than tensors?

    svara: Spinors produce results that could not have been obtained by using tensor methods only.

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Umsögn um þessa vöru

Deildu áliti þínu með öðrum viðskiptavinum

Kostir

  • Clear explanations of complex concepts
  • High-quality illustrations
  • Well-structured chapters
  • Engaging writing style
  • Thorough coverage of material

Gallar

  • Some advanced topics may require further study.

Product Price History

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ISK 10567

Pantaðu núna og fáðu það í kringum Laugardagur, Júlí 04

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Eiginleikar og kostir

  • Spinors are more fundamental than tensors.
  • They appear as representations of groups.
  • Spinors and representations are used in the theory of elementary particles.
  • The book presents the origin of spinors from representation theory.
  • The book applies the theory of spinors to general relativity theory.
  • It is intended for advanced undergraduate and graduate students in Physics and Mathematics and researchers.