Non-Associative Algebra and Its Applications
eBook - ePub

Non-Associative Algebra and Its Applications

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eBook - ePub

Non-Associative Algebra and Its Applications

About this book

Diffractional Optics of Millimetre Waves combines those elements of diffraction theory normally associated with optics, including Gaussian beams, lenses, and mirrors, and extends them into the micro- and millimetre wavelength range. In this regime there are a number of applications in devices, such as automobile proximity sensors, satellite-TV receiving antennae, and non-destructive testing systems. Researchers working in these areas would benefit from greater understanding of the diffraction phenomena involved. A translated and updated version of the authors' book Diffraction Quasioptics, this book will present results formerly unavailable in the general literature.

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Yes, you can access Non-Associative Algebra and Its Applications by Lev Sabinin,Larissa Sbitneva,Ivan Shestakov in PDF and/or ePUB format, as well as other popular books in Mathematics & Algebra. We have over one million books available in our catalogue for you to explore.

Information

Publisher
CRC Press
Year
2006
eBook ISBN
9781040204542
Edition
0
Topic
Mathematics
Subtopic
Algebra
Index
Mathematics

Table of contents

  1. Cover
  2. Half Title
  3. Series Page
  4. Title Page
  5. Copyright Page
  6. Preface
  7. Lev Vasilievich Sabinin June 21, 1932-June 4, 2004
  8. Mathematical Research of Professor Lev Sabinin
  9. Contributors
  10. Table of Contents
  11. Chapter 1: Infinite-Dimensional Representations of the Rotation Group and Magnetic Monopoles
  12. Chapter 3: Lyndon-Shirshov Words, Gröbner-Shirshov Bases, and Free Lie Algebras
  13. Chapter 4
  14. Chapter 5: Alternating Triple Systems with Simple Lie Algebras of Derivations
  15. Chapter 6: The Lie Group S3 in Absolute Valued Structures
  16. Chapter 7: The Theory of Kikkawa Spaces
  17. Chapter 8: Flexible Right-Nilalgebras Satisfying
  18. Chapter 9: Nijenhuis-Richardson Algebra and Frölicher-Nijenhuis Lie Module
  19. Chapter 10: Generalized Capable Abelian Groups
  20. Chapter 11: Helicity Basis for Spin 1/2 and 1
  21. Chapter 12: A new look at Freudenthal’s Magic Square
  22. Chapter 13: A Survey on Approximation of Locally Compact Groups by Finite Groups, Semigroups and Quasigroups
  23. Chapter 14: The Transformation Algebras of Bernstein Graph Algebras
  24. Chapter 15: Central Elements of Minimal Degree in the Free Alternative Algebra
  25. Chapter 16: Composition, Quadratic, and Some Triple Systems
  26. Chapter 17: An Introduction to Associator Quantization
  27. Chapter 18: A Theorem on Bernstein Quadratic Integral Operators
  28. Chapter 19: The Real Prosymmetric Spaces
  29. Chapter 20: Deep Matrices and their Frankenstein Actions
  30. Chapter 21: Trace Reduction on Superspaces
  31. Chapter 22: Monomorphisms between Cayley-Dickson Algebras
  32. Chapter 23: The Notion of Lower Central Series for Loops
  33. Chapter 24: Gravity within the Framework of Nonassociative Geometry
  34. Chapter 25: Algebras Satisfying Symmetric Triality Relations
  35. Chapter 26: Operads and Nonassociative Deformations
  36. Chapter 27: Units of Alternative Loop Rings: A Survey
  37. Chapter 28: Vinberg Algebras Associated to Some Nilpotent Lie Algebras
  38. Chapter 29: Algebraic and Differential Structures in Renormalized Perturbation Quantum Field Theory
  39. Chapter 30: Survey osn Smooth Quasigroups Development
  40. Chapter 31: The Lie Multiplication in the Lie Duals of the Witt Algebras
  41. Chapter 32: Simple Decompositions of Simple Lie Superalgebras
  42. Chapter 33: The Structure and Classification of Finite Division Rings
  43. Appendix A
  44. Appendix B