Título : | Fundamentos de administración financiera: Textos y casos | Tipo de documento: | texto impreso | Autores: | Philippatos, George C., Autor | Editorial: | México; McGraw-Hill | Fecha de publicación: | 1979. | Número de páginas: | 518 p. | ISBN/ISSN/DL: | 968-6046-33-10 | Idioma : | Español (spa) | Materias: | Finanzas
| Palabras clave: | Administración financiera | Clasificación: | 658.15 / P445a | Resumen: | Elementos funcionales:Programa de administración financiera , Análisis de estados financieros y el flujo de efectivo.
Decisiones para inversiones a largo plazo para proyecto simple: Técnicas del presupuesto de capital - situaciones de certeza y riesgo , Interdependencia e incertidumbre en las decisiones de inversión.
Decisiones de financiamiento a largo plazo: Costo de capital de fuentes especificas , Costos combinado de capital , Financiera optima - estructura de capital y política , Pruebas empíricas de la hipótesis de costo de capital de Modigliani-Miller , Políticas corporativas de diversos dividendos , Decisiones especializadas de inversión - arrendamiento financiero.
Decisiones de inversión y financiamiento a corto plazo: Aplicaciones de fondos a corto plazo , Origenes de fondos a corto plazo.
Decisiones financieras y valución de mercado: Valuación de la empresa - enfoques técnicos y del camino aleatorio.
Técnicas para decisiones financieras: Análisis de razones financieras , Programación matemática y decisiones financieras , Técnicas para la selección de proyectos múltiples , Simulación y decisiones financieras.
Reorganización de empresa: Funsiones - adquisiciones y diversificación de conglomerados.
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) 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