Título : | Macroeconomía en un mundo interdependiente | Tipo de documento: | texto impreso | Autores: | Massad, Carlos., Autor ; Pattillo, Guillermo., Autor | Editorial: | Santiago de Chile: McGraw-Hill | Fecha de publicación: | 2000 | Número de páginas: | 783 p. | ISBN/ISSN/DL: | 9562781062-0 | Idioma : | Español (spa) | Materias: | Economía
| Palabras clave: | Economía internacional , Macroeconomía | Clasificación: | 339 / M177m | Resumen: | Medición de la actividad económica agregada , Demanda agregada interna y equilibrio , Política fiscal y equilibrio , Relaciones económicas internacionales , Oferta agregada y evolución de la economía , Tópicos en macroeconomía |
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) 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