Medición de cartera de clientes en reestructuración
- Publicado: 13 febrero, 2019
Este artículo fue publicado hace más de un año, por lo que es importante prestar atención a la vigencia de sus referencias normativas. Si detecta algún error, por favor avísenos haciendo click en “Reportar un error” (más abajo en esta misma página). Mil gracias.
Cuando un cliente inicia un proceso de reestructuración económica que involucra la negociación de pasivos, los acreedores deben llevar a cabo su propia medición, por el deterioro de las cuentas por cobrar. La reestructuración de un cliente es un claro indicio del deterioro del valor de la cartera.
||||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||||