Título : | Gerencia dinámica: la estrategia de los años 90 | Tipo de documento: | texto impreso | Autores: | Stacey, Ralph., Autor | Editorial: | Bogotá: Legis | Fecha de publicación: | 1992. | Número de páginas: | 251 p. | ISBN/ISSN/DL: | 9586530388-0 | Idioma : | Español (spa) | Materias: | Administración
| Palabras clave: | Administración de empresas , Gerencia estratégica | Clasificación: | 658.406 S712g | Resumen: | Gerencia estratégica convencional , Métodos incompatibles para la gerencia y la naturaleza del cambio , Control por varianza , Control según el gran diseño: gerencia estratégica convencional , Por qué el control del gran diseño no funcionará en la década del 90 , Control por ensayo y error , Estilos de control , Gerencia estratégica dinámica para la década del 90 , Resolver la tensión del control , Equilibrio entre oportunidades y planeación |
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) 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