Introduction to cyclotomic fields/ Lawrence C. Washington
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Item type | Current library | Call number | Status | Date due | Barcode | Item holds |
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Central Library, Sikkim University General Book Section | 512.74 LAW/I (Browse shelf(Opens below)) | Checked out | 05/06/2021 | P25400 |
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512.74 HEC/ Lectures on the theory of algebraic numbers/ | 512.74 JAR/A Algebraic number theory/ | 512.74 LAM/I Introduction To Quadratic Forms Over Fields/ | 512.74 LAW/I Introduction to cyclotomic fields/ | 512.74 LEM/R Reciprocity Laws: from Euler to Eisenstein/ | 512.74 MEA/I Introduction to quadratic forms/ | 512.74 NEU/A Algebraic number theory/ |
Fermat's last theorem --
Basic results --
Dirichlet characters --
Dirichlet L-series and class number formulas --
p-adic L-functions and Bernoulli numbers --
Stickelbergers's theorem --
Iwasawa's construction of p-adic L-functions --
Cyclotomic units --
The second case of Fermat's last theorem --
Galois groups acting on ideal class groups --
Cyclotomic fields of class number one --
Measures and distributions --
Iwasawa's theory of Zp-extensions --
The Kronecker-Weber theorem --
The main conjecture and annihilation of class groups --
Miscellany --
Appendix --
Tables.
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