Título : | Poder de las plataformas de productos: cómo crear productos valiosos a precios competitivos | Tipo de documento: | texto impreso | Autores: | Meyer, Marc H., Autor ; Lehnerd, Alvin P., Autor | Editorial: | Barcelona; Paidos | Fecha de publicación: | 1998. | Número de páginas: | 295 p. | ISBN/ISSN/DL: | 978-84-493-0519-1 | Idioma : | Español (spa) | Materias: | Mercadeo
| Palabras clave: | Administración de productos , Diseño Productos nuevos | Clasificación: | 658.575 / M393p | Resumen: | Poder de las plataformas de producción , Gestión de las plataformas de producción , Estrategia de la plataforma , Elegancia del producto conseguida mediante el diseño , Enfoque organizativo de la renovación , Formación de equipos que crean productos , Medición del nivel de funcionamiento de las familias de productos , Conceptos de "familia de productos" y de plataforma aplicados al software , Productos de información electrónica , Proceso de gestión de nuevos negocios y desarrollo de productos. |
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) 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