Título : | Estrategia competitiva: Técnicas para el análisis de los sectores industriales y de la competencia. | Tipo de documento: | texto impreso | Autores: | Porter, Michael E., Autor | Editorial: | México: Continental, | Fecha de publicación: | 1982. | Número de páginas: | 407 p. | ISBN/ISSN/DL: | 968-26-0349-80 | Idioma : | Español (spa) | Materias: | Administración
| Palabras clave: | Industria , Estrategia industrial | Clasificación: | 658.86 / P677 | Resumen: | Técnicas analíticas genéricas:Análisis estructural de los sectores industriales , Estrategia competitiva genérica , Marco de referencia para el análisis , Indicadores de mercado , Acciones competitivas , Estrategia dirigida a clientes y proveedores , Analisis estructural por sector industrial .
Entorno genérico de los entornos industriales: Estrategia competitiva en sectores industriales , Estrategia competitiva en sectores nacientes , Transición a la madurez del sector industrial , Estrategia competitiva en sectores industriales en declinación , Competencia en sectores industriales globales.
Decisiones estratégicas: Implicaciones estratégicas en la integración vertical , Incremento de la capacidad , Ingresos a nuevos negocios. |
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) 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