Número p-ádico (Spanish Wikipedia)

Analysis of information sources in references of the Wikipedia article "Número p-ádico" in Spanish language version.

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(Hazewinkel, 2009, p. 342) Hazewinkel, M., ed. (2009), Handbook of Algebra 6, North Holland, p. 342, ISBN 978-0-444-53257-2 .
Introducción del traductor página 35: "De hecho, en retrospectiva, se hace evidente que una valoración discreta está detrás del concepto de números ideales de Kummer".(Dedekind y Weber, 2012, p. 35) Dedekind, Richard; Weber, Heinrich (2012), Theory of Algebraic Functions of One Variable, History of mathematics 39, American Mathematical Society, ISBN 978-0-8218-8330-3 .. — Translation into English by John Stillwell of Theorie der algebraischen Functionen einer Veränderlichen (1882).

(Gouvêa, 1997, Corollary 5.3.10) Gouvêa, Fernando Q. (1997), p-adic Numbers: An Introduction (2nd edición), Springer, ISBN 3-540-62911-4, Zbl 0874.11002 .
(Gouvêa, 1997, Theorem 5.7.4) Gouvêa, Fernando Q. (1997), p-adic Numbers: An Introduction (2nd edición), Springer, ISBN 3-540-62911-4, Zbl 0874.11002 .
(Cassels, 1986, p. 149) Cassels, J. W. S. (1986), Local Fields, London Mathematical Society Student Texts 3, Cambridge University Press, ISBN 0-521-31525-5, Zbl 0595.12006 .
(Koblitz, 1980, p. 13) Koblitz, Neal (1980), p-adic analysis: a short course on recent work, London Mathematical Society Lecture Note Series 46, Cambridge University Press, ISBN 0-521-28060-5, Zbl 0439.12011 .
(Gouvêa, 1997, Proposition 5.7.8) Gouvêa, Fernando Q. (1997), p-adic Numbers: An Introduction (2nd edición), Springer, ISBN 3-540-62911-4, Zbl 0874.11002 .
(Gouvêa, 1997, Proposition 3.4.2) Gouvêa, Fernando Q. (1997), p-adic Numbers: An Introduction (2nd edición), Springer, ISBN 3-540-62911-4, Zbl 0874.11002 .