Título : | Método de la ruta crítica y sus aplicaciones a la construcción. | Tipo de documento: | texto impreso | Autores: | Antill, James M., Autor ; Woodhead, Ronald W., Autor | Editorial: | México; Limusa | Fecha de publicación: | 1975. | Número de páginas: | 315 p. | Idioma : | Español (spa) | Materias: | Administración
| Palabras clave: | Planeación de proyectos.
Medición del trabajo.
PERT (Análisis redes) | Clasificación: | 658.54 / A574m | Resumen: | Método de la ruta crítica , Diagrama de flechas y datos relacionados costo-tiempo , Calculo de redes , Planeación práctica con el método de la ruta critica , Control del proyecto con el método de ruta crítica , Planeación del financiamiento y control de costos , Introducción al PERT. |
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) 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