Sentimiento Contrario Propio
En bolsa es muy importante tratar de evitar el pensar como lo esta haciendo la mayoría de los participantes en el mercado. Generalmente nuestra forma de ver el mercado esta muy condicionada por el entorno mediático, por todas las noticias que vamos leyendo en los diferentes medios de comunicación. Los medios de comunicación son uno de los grandes mecanismos para que este consenso general se produzca tendiendo siempre a multiplicar los sentimientos en momentos extremos. Para tratar de descubrir ese tipo de pensamiento contamos con uno de los mayores expertos en Sentimiento Contrario que es Hugo Ferrer. El nos explica uno de los parametros para analizar el sentimiento de mercado y nos propone un ejercicio a realizar.
Este parámetro no es otro que el VIX aplicado al SP500. Los niveles de 40-45 en el VIX indicarían un valor muy alto de miedo o volatilidad que normalmente coinciden con las formaciones de suelos de mercado o mínimos. Según la opinión Contrarian, momento de compra, como así ocurrió en agosto y octubre de 2011.
Dejanos el ejercicio despues de la tarea: Elegir 5 activos para COMPRA y 5 activos para NO-COMPRAR, con sus precios y revisarlos dentro de 3 meses para ver su evolución.
Acciones para COMPRAR:
CPST - 1,08 - Acuerdo firmado con General Electric
CVS - 38,40 - Pertenece a un sector fuerte.
ARII - 23,60 - Ferrocarriles. Sector fuerte. Entrada de Insiders.
FERROVIAL - 9,35 - Valor fuerte.
INDITEX - 63,25 - El mejor valor del Ibex-35
Este parámetro no es otro que el VIX aplicado al SP500. Los niveles de 40-45 en el VIX indicarían un valor muy alto de miedo o volatilidad que normalmente coinciden con las formaciones de suelos de mercado o mínimos. Según la opinión Contrarian, momento de compra, como así ocurrió en agosto y octubre de 2011.
Dejanos el ejercicio despues de la tarea: Elegir 5 activos para COMPRA y 5 activos para NO-COMPRAR, con sus precios y revisarlos dentro de 3 meses para ver su evolución.
Acciones para COMPRAR:
CPST - 1,08 - Acuerdo firmado con General Electric
CVS - 38,40 - Pertenece a un sector fuerte.
ARII - 23,60 - Ferrocarriles. Sector fuerte. Entrada de Insiders.
FERROVIAL - 9,35 - Valor fuerte.
INDITEX - 63,25 - El mejor valor del Ibex-35
Acciones para NO-COMPRAR:
ALMIRALL - 5,04
VOCENTO - 1,80
LINGOTES ESPECIALES - 3,00
NATRA - 0,92
FERSA - 0,75
ALMIRALL - 5,04
VOCENTO - 1,80
LINGOTES ESPECIALES - 3,00
NATRA - 0,92
FERSA - 0,75
INDICE DE VOLATILIDAD VIX - EL INDICE DEL MIEDO
El VIX ($VIX) o “Volatility Index” es un indicador que viene a medir la volatilidad implicita en las opciones sobre el índice S&P500 con un vencimiento constante de 30 dias, el cual es elaborado y calculado en tiempo real por el Chicago Board of Trade (CBOE). La cotización y los gráficos diarios y semanales puede consultarse en los siguientes links: 1 / 2 / 3.
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)
La importancia del VIX es muy elevada, dado que tiene una correlación muy estrecha con el comportamiento de las bolsas. A mayor aumento del VIX, mayor volatilidad implicíta y mayor nerviosismo del mercado (se suele traducir en caidas bursátiles).
Podeis consultar el resto del artículo en el siguiente enlace:
Cómo se interpreta.
Una cifra elevada (en relación a su rango histórico) significa que el mercado está anticipando fuertes movimientos (volatilidad alta en ese horizonte estándar de 30 días). En el pasado, ha probado ser un eficaz indicador de las crisis y del miedo que se vive en los mercados: cuanto mayor es el miedo mayor es el VIX, asociándose un VIX alto a momentos de fuertes caídas en los mercados (y por tanto suelos cercanos), y un VIX medio ó bajo, a fases de bonanza alcista en los mercados (ver gráfico histórico).
Su rango de oscilación es amplio: desde niveles cercanos e incluso alguna vez inferiores a 10 cuando impera la calma total en los mercados, hasta niveles superiores a 40, e incluso 45 en los picos históricos de miedo que se vivieron en las crisis de finales de 1997 y 1998, ó en los suelos de mercado de 2001 ó 2002. Cuanto mayor sea el miedo del mercado, mayor será la lectura del VIX y más cerca estaremos del suelo.
Esa es su principal utilidad como indicador, y conviene tenerlo siempre a mano para interpretar las posibilidades que tiene un determinado movimiento de ir en serio. El último ejemplo lo podemos tener en los mínimos de agosto de 2007, cuando el VIX llegó a niveles de 35 con el apogeo de la crisis subprime, y los mercados tocaron suelo en esos momentos (ó no muy lejos)