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Kategorie szczegółowe BISAC

Heat Kernel on Lie Groups and Maximally Symmetric Spaces

ISBN-13: 9783031274503 / Angielski

Ivan G. Avramidi
Heat Kernel on Lie Groups and Maximally Symmetric Spaces Ivan G. Avramidi 9783031274503 Birkhauser - książkaWidoczna okładka, to zdjęcie poglądowe, a rzeczywista szata graficzna może różnić się od prezentowanej.

Heat Kernel on Lie Groups and Maximally Symmetric Spaces

ISBN-13: 9783031274503 / Angielski

Ivan G. Avramidi
cena 221,90 zł
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This monograph studies the heat kernel for the spin-tensor Laplacians on Lie groups and maximally symmetric spaces. It introduces many original ideas, methods, and tools developed by the author and provides a list of all known exact results in explicit form – and derives them – for the heat kernel on spheres and hyperbolic spaces. Part I considers the geometry of simple Lie groups and maximally symmetric spaces in detail, and Part II discusses the calculation of the heat kernel for scalar, spinor, and generic Laplacians on spheres and hyperbolic spaces in various dimensions. This text will be a valuable resource for researchers and graduate students working in various areas of mathematics – such as global analysis, spectral geometry, stochastic processes, and financial mathematics – as well in areas of mathematical and theoretical physics – including quantum field theory, quantum gravity, string theory, and statistical physics.

This monograph studies the heat kernel for the spin-tensor Laplacians on Lie groups and maximally symmetric spaces. It introduces many original ideas, methods, and tools developed by the author and provides a list of all known exact results in explicit form – and derives them – for the heat kernel on spheres and hyperbolic spaces. Part I considers the geometry of simple Lie groups and maximally symmetric spaces in detail, and Part II discusses the calculation of the heat kernel for scalar, spinor, and generic Laplacians on spheres and hyperbolic spaces in various dimensions. This text will be a valuable resource for researchers and graduate students working in various areas of mathematics – such as global analysis, spectral geometry, stochastic processes, and financial mathematics – as well in areas of mathematical and theoretical physics – including quantum field theory, quantum gravity, string theory, and statistical physics.

Kategorie:
Nauka, Matematyka
Kategorie BISAC:
Mathematics > Mathematical Analysis
Science > Fizyka matematyczna
Mathematics > Algebra - Abstrakcyjna
Wydawca:
Birkhauser
Seria wydawnicza:
Frontiers in Mathematics
Język:
Angielski
ISBN-13:
9783031274503

Part I. Manifolds

Chapter. 1. Introduction
Chapter. 2. Geometry of Simple Groups
Chapter. 3. Geometry of SU(2)
Chapter. 4. Maximally Symmetric Spaces
Chapter. 5. Three-dimensional Maximally Symmetric Spaces
Part II: Heat Kernel
Chapter. 6. Scalar Heat Kernel
Chapter. 7. Spinor Heat Kernel
Chapter. 8. Heat Kernel in Two Dimensions
Chapter. 9. Heat Kernel on S3 and H3
Chapter. 10. Algebraic Method for the Heat Kernel
Appendix A
References
Index

​Dr. Ivan Avramidi is an accomplished researcher with more than 30 years of research experience in mathematical physics. He has a cutting-edge expertise in asymptotic analysis of partial differential equations on manifolds and the applications of these methods to quantum physics, differential geometry and financial mathematics. His research program spans such areas as global analysis, geometric analysis, mathematical physics, spectral geometry, differential geometry, quantum field theory, quantum gravity and financial mathematics. Dr. Avramidi has an extensive publication record including two books and more than 60 refereed papers. 

Dr. Ivan Avramidi got his Ph.D. in Theoretical and Mathematical Physics at the Lomonosov Moscow State University (Russia) in 1987. He held several research scientist positions at Rostov State University (1987-1990), University of Karlsruhe (1989-1990), University of Naples (1995), University of Greifswald (1993-1998) and a visiting faculty position at the University of Iowa (1997-1999); since 1999 he is a Professor of Mathematics at the New Mexico Institute of Mining and Technology. Dr. Avramidi was awarded Research Fellowships by Alexander von Humboldt Foundation (1993-1996 and 2018) and by the DAAD (German Academic Exchange Service) (1989-1990). His research was supported by the Deutsche Forschungsgemeinschaft (German Science Foundation) and the Department of Science and Higher Education (Russia).

This monograph studies the heat kernel for the spin-tensor Laplacians on Lie groups and maximally symmetric spaces. It introduces many original ideas, methods, and tools developed by the author and provides a list of all known exact results in explicit form – and derives them – for the heat kernel on spheres and hyperbolic spaces. Part I considers the geometry of simple Lie groups and maximally symmetric spaces in detail, and Part II discusses the calculation of the heat kernel for scalar, spinor, and generic Laplacians on spheres and hyperbolic spaces in various dimensions. This text will be a valuable resource for researchers and graduate students working in various areas of mathematics – such as global analysis, spectral geometry, stochastic processes, and financial mathematics – as well in areas of mathematical and theoretical physics – including quantum field theory, quantum gravity, string theory, and statistical physics.



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