Algebraic numbers / by L. E. Dickson, et al.
Editor: Bronx, N.Y. : Chelsea Pub. Co., [196-]Descripción: 211 p. ; 24 cmTema(s): Number theoryOtra clasificación: 11RReport no. 28: 1. Algebraic numbers2. Cyclotomy3. Hensel's $p$-adic numbers4. Fields of functions. Autores: L. E. Dickson, H. H. Mitchell, H. S. Vandiver, G. E. Wahlin.
Report no. 62: 1. The class number in the algebraic number field / G. E. Wahlin2. Irregular cyclotomic fields and Fermat's last theorem / H. S. Vandiver.
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Libros | Instituto de Matemática, CONICET-UNS | Libros ordenados por tema | 11 Al394l (Browse shelf) | Available | A-4312 |
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08 Sz997 Clones in universal algebra / | 11 Ad211 Introduction to number theory / | 11 Al394 Algebraic number fields : | 11 Al394l Algebraic numbers / | 11 An565 The theory of partitions / | 11 Ap645m Modular functions and Dirichlet series in number theory / | 11 Ar791 Theory of algebraic numbers / |
"Two volumes in one. Originally published as: Report of the Committee on Algebraic Numbers of the National Research Council, no. 28, February, 1923 [and] no. 62, February 1928."
Incluye referencias bibliográficas.
Report no. 28: 1. Algebraic numbers -- 2. Cyclotomy -- 3. Hensel's $p$-adic numbers -- 4. Fields of functions. Autores: L. E. Dickson, H. H. Mitchell, H. S. Vandiver, G. E. Wahlin.
Report no. 62: 1. The class number in the algebraic number field / G. E. Wahlin -- 2. Irregular cyclotomic fields and Fermat's last theorem / H. S. Vandiver.
MR, 39 #2689
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