Título : | Administrar para la calidad: Conceptos administrativos del control total de calidad | Tipo de documento: | texto impreso | Autores: | Gutiérrez, Mario., Autor | Editorial: | México; Limusa | Fecha de publicación: | 1994. | Número de páginas: | 306 p. | ISBN/ISSN/DL: | 9681832477-0 | Idioma : | Español (spa) | Materias: | Administración
| Palabras clave: | Control de calidad , Sistema total | Clasificación: | 658.562 / G874a | Resumen: | Desarrollo histórico del movimiento hacia la calidad , Conceptos fundamentales del control total de calidad , Control total de calidad como sistema administrativo , 14 puntos del Dr Deming , Estructuras organizacionales al servicio del control total de calidad , Principales herramientas estadísticas y administrativas |
| ![](data:image/jpeg;base64,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) |