Inbunden · Engelska · 465 sidor · 2019
- Format
- Inbunden
- Språk
- Engelska
- Omfång
- 465 sidor
- Förlag
- Birkhäuser
- Utgiven
- 2019
This book presents a step-by-step guide to the basic theory of multivectors and spinors, with a focus on conveying to the reader the geometric understanding of these abstract objects. Following in the footsteps of M. Riesz and L. Ahlfors, the book also explains how Clifford algebra offers the ideal tool for studying spacetime isometries and Möbius maps in arbitrary dimensions. The book carefully develops the basic calculus of multivector fields and differential forms, and highlights novelties in the treatment of, e.g., pullbacks and Stokes’s theorem as compared to standard literature. It touches on recent research areas in analysis and explains how the function spaces of multivector fields are split into complementary subspaces by the natural first-order differential operators, e.g., Hodge splittings and Hardy splittings. Much of the analysis is done on bounded domains in Euclidean space, with a focus on analysis at the boundary. The book also includes a derivation of new Dirac
This book presents a step-by-step guide to the basic theory of multivectors and spinors, with a focus on conveying to the reader the geometric understanding of these abstract objects. Following in the footsteps of M. Riesz and L. Ahlfors, the book also explains how Clifford algebra offers the ideal tool for studying spacetime isometries and Möbius maps in arbitrary dimensions. The book carefully develops the basic calculus of multivector fields and differential forms, and highlights novelties in the treatment of, e.g., pullbacks and Stokes’s theorem as compared to standard literature. It touches on recent research areas in analysis and explains how the function spaces of multivector fields are split into complementary subspaces by the natural first-order differential operators, e.g., Hodge splittings and Hardy splittings. Much of the analysis is done on bounded domains in Euclidean space, with a focus on analysis at the boundary. The book also includes a derivation of new Dirac
Priser & butiker
Priser & butiker
1 butik · Inbunden · lägsta pris först
Skriver du om boken på en blogg eller sajt? .
- Frakt
- Frakt från 35 kr · fri frakt över 249 kr
- Leverans
- 2-3 vardagar. Levereras hem eller till ombud. Skickas med Schenker eller Early Bird.
- Betalning
- Kort · Swish · Faktura 30 dagar · Delbetalning · Direktbank
- Öppet köp
- 30 dagars öppet köp
- Omdöme
- 3.8 av 5 på Trustpilot (10 193 omdömen)
- Frakt
- Frakt från 35 kr · fri frakt över 249 kr
- Leverans
- 2-3 vardagar. Levereras hem eller till ombud. Skickas med Schenker eller Early Bird.
- Betalning
- Kort · Swish · Faktura 30 dagar · Delbetalning · Direktbank
- Öppet köp
- 30 dagars öppet köp
- Omdöme
- 3.8 av 5 på Trustpilot (10 193 omdömen)
Samma ISBN jämförs hos alla butiker — priserna gäller samma utgåva.
Annonslänkar: Booki kan få provision när du handlar via våra länkar. Det påverkar inte ditt pris. Externa länkar utan pris ingår inte i jämförelsen.
Annonslänkar: Booki kan få provision när du handlar via våra länkar. Det påverkar inte ditt pris. Externa länkar utan pris ingår inte i jämförelsen.
Håll koll på priset
Håll koll på priset
Väntar du på ett lägre pris?
Bevaka priset på denna utgåva av Geometric Multivector Analysis och få besked när det sjunker.
Spara den här boken
Logga in för att lägga till i din bokhylla, bevaka priset och recensera.
Om boken
This book presents a step-by-step guide to the basic theory of multivectors and spinors, with a focus on conveying to the reader the geometric understanding of these abstract objects. Following in the footsteps of M. Riesz and L. Ahlfors, the book also explains how Clifford algebra offers the ideal tool for studying spacetime isometries and Möbius maps in arbitrary dimensions. The book carefully develops the basic calculus of multivector fields and differential forms, and highlights novelties in the treatment of, e.g., pullbacks and Stokes’s theorem as compared to standard literature. It touches on recent research areas in analysis and explains how the function spaces of multivector fields are split into complementary subspaces by the natural first-order differential operators, e.g., Hodge splittings and Hardy splittings. Much of the analysis is done on bounded domains in Euclidean space, with a focus on analysis at the boundary. The book also includes a derivation of new Dirac
This book presents a step-by-step guide to the basic theory of multivectors and spinors, with a focus on conveying to the reader the geometric understanding of these abstract objects. Following in the footsteps of M. Riesz and L. Ahlfors, the book also explains how Clifford algebra offers the ideal tool for studying spacetime isometries and Möbius maps in arbitrary dimensions. The book carefully develops the basic calculus of multivector fields and differential forms, and highlights novelties in the treatment of, e.g., pullbacks and Stokes’s theorem as compared to standard literature. It touches on recent research areas in analysis and explains how the function spaces of multivector fields are split into complementary subspaces by the natural first-order differential operators, e.g., Hodge splittings and Hardy splittings. Much of the analysis is done on bounded domains in Euclidean space, with a focus on analysis at the boundary. The book also includes a derivation of new Dirac
Bokfakta
Författare
Andreas Rosén
Serie
Birkhäuser advanced texts
Förlag
Birkhäuser
Utgivningsår
2019
Format
Inbunden
Sidantal
465
Språk
Engelska
Dewey
512.5
ISBN
9783030314101
