Theta Constants, Riemann Surfaces and the Modular Group - An Introduction with Applications to Uniformization Theorems, Partition Identities and Combinatorial Number Theory - Hardback - 2001
Hershel M. Farkas, Irwin Kra
Resumo
There are incredibly rich connections between classical analysis and number theory. This title uncovers interesting combinatorial identities by means of the function theory on Riemann surfaces related to the principal congruence subgroups Gammak. It is suitable for a graduate course or for independent reading.
Year of publication: 2001
Pagination: 552 pages, bibliography, index
Format: Hardback
Serie: Graduate Studies in Mathematics
Year of publication: 2001
Pagination: 552 pages, bibliography, index
Format: Hardback
Serie: Graduate Studies in Mathematics
Theta Constants, Riemann Surfaces and the Modular Group -...
Resumo
There are incredibly rich connections between classical analysis and number theory. This title uncovers interesting combinatorial identities by means of the function theory on Riemann surfaces related to the principal congruence subgroups Gammak. It is suitable for a graduate course or for independent reading.
Year of publication: 2001
Pagination: 552 pages, bibliography, index
Format: Hardback
Serie: Graduate Studies in Mathematics
Year of publication: 2001
Pagination: 552 pages, bibliography, index
Format: Hardback
Serie: Graduate Studies in Mathematics
Publicidade
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Theta Constants, Riemann Surfaces and the Modular Group - An Introduction with Applications to Uniformization Theorems, Partition Identities and Combinatorial Number Theory - Hardback - 2001
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Características
- Editora
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American Mathematical Society
- Dimensão
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264 x 191 x 34
- Peso
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1172
- Tema
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Number theory|Calculus & mathematical analysis
- Origem
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United States
- EAN
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9780821813928
Publicidade
Publicidade