IFD Minas-Biblioteca "Violeta Nin y Silva de Morosoli"
HORARIO: lunes a viernes de 10:30 a 16:00 y 18:30 a 23:00
Consultas y ayuda desde casa a través de: biblioteca.ifdminas@cfe.edu.uy
A partir de esta página puede:
/ Julio Rey Pastor
TÃtulo : | Historia de la matemática : Del Renacimiento a la actualidad | Tipo de documento: | texto impreso | Autores: | Julio Rey Pastor, Autor ; José Babini, Autor | Editorial: | Barcelona [España] : Gedisa | Fecha de publicación: | 2000 | Número de páginas: | 230 p. | Idioma : | Español (spa) | Palabras clave: | HISTORIA, MATEMATICAS | Nota de contenido: | La matemática renacentista.- El siglo XVII.- El siglo XVIII.- El siglo XIX.- Hacia la matemática del siglo XX.- |
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) 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